<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-3640829148270049085</id><updated>2024-11-05T19:05:53.168-08:00</updated><title type='text'>El Ritmo en el Arte</title><subtitle type='html'>Equipo de Investigación sobre el Ritmo en el Arte. </subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>70</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-491998520267216382</id><published>2019-04-10T15:16:00.003-07:00</published><updated>2019-04-10T15:16:34.809-07:00</updated><title type='text'>I Conferencia Internacional sobre el Ritmo en el Arte 2019</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
&lt;img align=&quot;middle&quot; alt=&quot;&quot; class=&quot;yiv3513446948mcnImage&quot; src=&quot;https://ecp.yusercontent.com/mail?url=https%3A%2F%2Fgallery.mailchimp.com%2F8fa83bc37b4d2cd366760bd0d%2Fimages%2Fe5a843e8-687c-4a29-a473-0d3e94707679.png&amp;amp;t=1554934363&amp;amp;ymreqid=2c6de456-0baa-b1ff-1cbb-b5005c019200&amp;amp;sig=6iVseiAiwTrx9Pf.tndkGw--~C&quot; style=&quot;border: 0px none; display: inline !important; height: auto; max-width: 820px; outline: currentcolor none medium; padding-bottom: 0px; text-decoration: none; vertical-align: bottom;&quot; width=&quot;564&quot; /&gt;


                            
                        
                    
                
            
    

                            
                            
                                
    
        
            
               
   
    
                
                    

                        

                            &lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;
&lt;a href=&quot;https://blogspot.us14.list-manage.com/track/click?u=8fa83bc37b4d2cd366760bd0d&amp;amp;id=779ab5a9e2&amp;amp;e=a9037e8188&quot; rel=&quot;nofollow&quot; style=&quot;color: #007c89; font-weight: normal; text-decoration: underline;&quot; target=&quot;_blank&quot;&gt;&lt;span&gt;&lt;span style=&quot;font-size: 24px;&quot;&gt;I Conferencia Internacional sobre el Ritmo en el Arte 2019&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span&gt;Invitado especial Pascal Michon&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span&gt;Alianza Francesa de Buenos Aires&lt;br /&gt;
25-26 de abril, 18 a 21 hs.&lt;br /&gt;
&lt;br /&gt;
Actividad no arancelada. Para obtener el certificado de asistencia es necesario llenar este formulario: &lt;a href=&quot;https://blogspot.us14.list-manage.com/track/click?u=8fa83bc37b4d2cd366760bd0d&amp;amp;id=fc544504db&amp;amp;e=a9037e8188&quot; rel=&quot;nofollow&quot; style=&quot;color: #007c89; font-weight: normal; text-decoration: underline;&quot; target=&quot;_blank&quot;&gt;https://goo.gl/forms/MqgvslcHnW77j4A63&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Los estudios sobre el ritmo en el arte tienen al mismo tiempo una 
importante tradición y gran actualidad. El fenómeno rítmico es crucial 
no sólo en la música, la poesía y la danza, las disciplinas más 
asociadas tradicionalmente a la experiencia rítmica, sino también en el 
cine, la narrativa, el teatro y artes similares; inclusive en la 
plástica, la arquitectura y disciplinas relacionadas se habla de ritmo.&lt;br /&gt;
&lt;br /&gt;
El investigador francés &lt;a href=&quot;https://blogspot.us14.list-manage.com/track/click?u=8fa83bc37b4d2cd366760bd0d&amp;amp;id=27e67ec6f8&amp;amp;e=a9037e8188&quot; rel=&quot;nofollow&quot; style=&quot;color: #007c89; font-weight: normal; text-decoration: underline;&quot; target=&quot;_blank&quot;&gt;Pascal Michon&lt;/a&gt;
 ha hecho del estudio del ritmo en la filosofía y las ciencias sociales 
el centro de su pensamiento con un enfoque radicalmente innovador. La 
presente Conferencia se propone relacionar sus ideas con la práctica 
artística y con el trabajo de los investigadores locales con el fin de 
establecer relaciones, correspondencias y articulaciones entre estas dos
 áreas del conocimiento.&lt;br /&gt;
&lt;br /&gt;
El programa de los días 25 y 26 de abril en la Alianza Francesa está &lt;a href=&quot;https://blogspot.us14.list-manage.com/track/click?u=8fa83bc37b4d2cd366760bd0d&amp;amp;id=78f8897ebb&amp;amp;e=a9037e8188&quot; rel=&quot;nofollow&quot; style=&quot;color: #007c89; font-weight: normal; text-decoration: underline;&quot; target=&quot;_blank&quot;&gt;AQUÍ&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;
Workshop de Pascal Michon.&lt;br /&gt;
&lt;br /&gt;
Sábado 27 de 10 a 13 y 14 a 17. La Vidriera de la DGEART, Perú 374.&lt;br /&gt;
&lt;br /&gt;
Actividad gratuita con inscripción previa, cupo de 50 asistentes. Formulario: &lt;a href=&quot;https://blogspot.us14.list-manage.com/track/click?u=8fa83bc37b4d2cd366760bd0d&amp;amp;id=f0fa8ef592&amp;amp;e=a9037e8188&quot; rel=&quot;nofollow&quot; style=&quot;color: #007c89; font-weight: normal; text-decoration: underline;&quot; target=&quot;_blank&quot;&gt;https://forms.gle/DhyrXXD6WttAuFRbA&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;
Ritmo y poder en el siglo XXI.&lt;br /&gt;
&lt;br /&gt;
El workshop tiene como objetivo desarrollar un análisis crítico de los 
ritmos que organizan la individuación singular y colectiva.&lt;br /&gt;
Solo un análisis rítmico puede permitirnos tomar la medida del mundo, a 
la vez fluida, fragmentada y escenario de nuevos poderes, en los que 
acabamos de ingresar.&lt;br /&gt;
Solo un análisis rítmico puede permitirnos imaginar las nuevas formas de subjetivación singular y colectiva que necesitamos.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
El programa está &lt;a href=&quot;https://blogspot.us14.list-manage.com/track/click?u=8fa83bc37b4d2cd366760bd0d&amp;amp;id=98a087d228&amp;amp;e=a9037e8188&quot; rel=&quot;nofollow&quot; style=&quot;color: #007c89; font-weight: normal; text-decoration: underline;&quot; target=&quot;_blank&quot;&gt;AQUÍ&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/491998520267216382/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2019/04/i-conferencia-internacional-sobre-el_10.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/491998520267216382'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/491998520267216382'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2019/04/i-conferencia-internacional-sobre-el_10.html' title='I Conferencia Internacional sobre el Ritmo en el Arte 2019'/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-581748653179461046</id><published>2019-02-04T11:07:00.002-08:00</published><updated>2019-02-04T11:13:29.084-08:00</updated><title type='text'>Tradujimos un nuevo artículo de Pascal Michon</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;margin-left: 1em; margin-right: 1em; text-align: justify;&quot;&gt;
Queremos contarles que Melisa Galarce, integrante de nuestro equipo de investigación, acometió la tarea de traducir uno de los artículos más&amp;nbsp; interesantes y complejos que Pascal Michon publicó en su plataforma digital &lt;a href=&quot;http://rhuthmos.eu/&quot;&gt;http://rhuthmos.eu/&lt;/a&gt;. Decimos esto porque abarca muchos temas, tiene en partes un nivel de abstracción muy alto y navega por conceptos filosóficos poco familiares para nosotros, que somos artistas. El enlace está aquí, &lt;a href=&quot;http://rhuthmos.eu/spip.php?article2340&quot;&gt;http://rhuthmos.eu/spip.php?article2340&lt;/a&gt;. ¡Esperamos que lo disfruten!&lt;/div&gt;
&lt;div style=&quot;margin-left: 1em; margin-right: 1em; text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;margin-left: 1em; margin-right: 1em; text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;margin-left: 1em; margin-right: 1em; text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;margin-left: 1em; margin-right: 1em; text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;margin-left: 1em; margin-right: 1em; text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=3640829148270049085&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;280&quot; src=&quot;data:image/png;base64,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&quot; style=&quot;cursor: move;&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/581748653179461046/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2019/02/tradujimos-un-nuevo-articulo-de-pascal.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/581748653179461046'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/581748653179461046'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2019/02/tradujimos-un-nuevo-articulo-de-pascal.html' title='Tradujimos un nuevo artículo de Pascal Michon'/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-4794071248167905241</id><published>2018-10-11T13:08:00.000-07:00</published><updated>2018-10-11T13:08:31.913-07:00</updated><title type='text'>Taller “Teoría y Análisis del Ritmo”</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX00hmZtiJjegdoDkgnWHIH4vPKlBdrFazYuYyyUzEVRose0MzytZv0fdLw6C-sDitEZxhvj3lvdyc_l3gXKwOEyKyjp6DrFnHRM4FqGlekakSbNXVjsdZY3FbXnEySSlzQDs645ajfYf4/s1600/Teor%25C3%25ADa+y+an%25C3%25A1lisis+del+ritmo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;315&quot; data-original-width=&quot;828&quot; height=&quot;151&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX00hmZtiJjegdoDkgnWHIH4vPKlBdrFazYuYyyUzEVRose0MzytZv0fdLw6C-sDitEZxhvj3lvdyc_l3gXKwOEyKyjp6DrFnHRM4FqGlekakSbNXVjsdZY3FbXnEySSlzQDs645ajfYf4/s400/Teor%25C3%25ADa+y+an%25C3%25A1lisis+del+ritmo.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
El Taller “Teoría y Análisis del Ritmo” es una instancia de reflexión 
crítica sobre los conceptos usuales que se utilizan para abordar el 
fenómeno del ritmo.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Área Transdepartamental de Crítica de Artes, Bartolomé Mitre 1869, 3er. piso.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Aranceles: asistentes en general, $ 750.-, comunidad de la Universidad Nacional de las Artes, $600.-, alumnos del Área Transdepartamental de Crítica de Artes, $ 375.-&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Inscripción:&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;https://criticadeartes.una.edu.ar/contenidos/inscripcion-a-cursos_13029&quot;&gt;https://criticadeartes.una.edu.ar/contenidos/inscripcion-a-cursos_13029&lt;/a&gt;&lt;br /&gt;
&amp;nbsp; &lt;br /&gt;
El ritmo es un fenómeno complejo, para cuya comprensión se emplean fundamentalmente los conceptos de repetición, regularidad y duración proporcional, ligadas al número, que son aptos para la formalización. Pero existen otras dimensiones del ritmo, como las estructuras de gran duración o sus manifestaciones en contextos donde no hay recurrencias ni proporcionalidad que no son accesibles utilizando estas herramientas.&lt;br /&gt;
El Equipo de Investigación sobre el Ritmo en el Arte llevó a cabo distintos Proyectos de Investigación acreditados en el Programa de Incentivos desde su conformación en el año 2007, dirigido por la Dra. Perla Zayas de Lima e integrado por los Prof. Claudia Barretta, Leticia Miramontes y Aníbal Zorrilla. El proyecto actual se titula &quot;El Ritmo, Disparador de la Creación Coreográfica&quot;, y está dirigido por la Lic. Leticia Miramontes e integrado por las Lic. Melisa Galarce, Salomé Lopes Coelho, Viviana Vásquez, el Prof. Aníbal Zorrilla y la Investigadora estudiante Rocío Jiménez. Desde su formación el EIRA está trabajando en el desarrollo de conceptos sobre el ritmo en el arte, su aplicación al análisis, a la creación artística, la enseñanza, la crítica y la teoría del arte, y elaborando un cuerpo de conceptos sobre el ritmo como disciplina autónoma y su aplicación a las distintas disciplinas artísticas, así como el desarrollo de un método de análisis que permite la formalización y el manejo de otras dimensiones del ritmo que no son la repetición, la duración y la división proporcional.&lt;br /&gt;
&lt;br /&gt;
El “Taller de Teoría y Análisis del Ritmo” apunta a la creación de un espacio específico para el estudio del ritmo como disciplina autónoma y sus manifestaciones en los diferentes lenguajes artísticos por medio del estudio de los contenidos teóricos presentes en la bibliografía especializada y los elaborados por el Equipo de Investigación, y por ejercitaciones basadas en ellos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLLdnDd78Huq8e43sKEPCLpASiSnEpkeA6TA7M2WM23AO1uceBasC8C-meEPHSF8D6Nirn_RI92wXdC_zv4QrjE21hm3LLMQTmSI07xO0HzL40vkGnSH_WSm_hQFLX-hgH7kIeeYGm_C6N/s1600/Teor%25C3%25ADa+y+an%25C3%25A1lisis+del+ritmoFlyer.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;800&quot; data-original-width=&quot;800&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLLdnDd78Huq8e43sKEPCLpASiSnEpkeA6TA7M2WM23AO1uceBasC8C-meEPHSF8D6Nirn_RI92wXdC_zv4QrjE21hm3LLMQTmSI07xO0HzL40vkGnSH_WSm_hQFLX-hgH7kIeeYGm_C6N/s400/Teor%25C3%25ADa+y+an%25C3%25A1lisis+del+ritmoFlyer.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span id=&quot;goog_1048753160&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_1048753161&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/4794071248167905241/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2018/10/taller-teoria-y-analisis-del-ritmo.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/4794071248167905241'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/4794071248167905241'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2018/10/taller-teoria-y-analisis-del-ritmo.html' title='Taller “Teoría y Análisis del Ritmo”'/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX00hmZtiJjegdoDkgnWHIH4vPKlBdrFazYuYyyUzEVRose0MzytZv0fdLw6C-sDitEZxhvj3lvdyc_l3gXKwOEyKyjp6DrFnHRM4FqGlekakSbNXVjsdZY3FbXnEySSlzQDs645ajfYf4/s72-c/Teor%25C3%25ADa+y+an%25C3%25A1lisis+del+ritmo.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-7155057265371059320</id><published>2018-08-28T15:47:00.000-07:00</published><updated>2018-10-02T07:39:15.846-07:00</updated><title type='text'>Pascal Michon en Buenos Aires</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
Con mucha alegría queremos comunicarles que el PhD Pascal Michon, autor de numerosos artículos y libros y de la plataforma &lt;a href=&quot;http://rhuthmos.eu/&quot; target=&quot;_blank&quot;&gt;Rhuthmos&lt;/a&gt; va a estar en Buenos Aires desde el 24 hasta el 30 de abril de 2019 gracias al apoyo de la Alianza Francesa.&amp;nbsp; &lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
Va a participar de numerosas actividades que vamos a ir publicando acá, principalmente la Conferencia Internacional sobre el Ritmo en el Arte, que se va a realizar el 25 de abril de 2019 en la sede de la Alianza, Av. Córdoba 946. &lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
Agradecemos a Pascal su buena voluntad y a la Alianza su inestimable colaboración.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJmgg7HdK5cVb-wLmMdQ2BPOtIoHNd2dOlAHhciU6ruEp_hm8onzyjwHd2jcdGmMWifswiNXcNgS_-1sRPlMypNy2eOzLAqPIjKTF6OpnvPcZMs8qRzjNKfTXynRO46Uqh-OFNPxJrJKd9/s1600/Pascal1.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;300&quot; data-original-width=&quot;267&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJmgg7HdK5cVb-wLmMdQ2BPOtIoHNd2dOlAHhciU6ruEp_hm8onzyjwHd2jcdGmMWifswiNXcNgS_-1sRPlMypNy2eOzLAqPIjKTF6OpnvPcZMs8qRzjNKfTXynRO46Uqh-OFNPxJrJKd9/s400/Pascal1.jpg&quot; width=&quot;356&quot; /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
Dejamos un breve currículum para quienes no lo conocen:&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
Pascal Michon es un filósofo e historiador francés. Graduado de la
 Ecole Normale Supérieure de Saint-Cloud, es licenciado en Historia y 
está habilitado para dirigir la investigación en filosofía.&lt;br /&gt;&lt;br /&gt; &lt;br /&gt;Es
 Ph.D. en Historia, École des Hautes Études en Sciences Sociales - 
EHESS, Paris. Le Goff J. (dir.), 1995:  Individuatio. Pour une 
anthro­po­lo­gie histori­que de la modernité. Contribution à une 
criti­que des sciences sociales.&lt;br /&gt;&lt;br /&gt;Es Ph.D. en Filosofía 
(Habilitación de Investigación), Escuela Normal Superior de Lyon. Sr. 
Senellart (dir.), 2009. Pour une philosophie éthique et politique à 
l’ère du capitalisme mondialisé. De l’histoire du sujet aux formes 
contemporaines d’individuation.&lt;br /&gt;&lt;br /&gt;Ha enseñado en varias 
universidades extranjeras y en el International College of Philosophy. 
Actualmente es profesor de educación superior en Claude Monet High 
School en París. También es el creador y moderador del sitio web y la 
editorial RHUTHMOS, ambos dedicados a estudios rítmicos.&lt;br /&gt;&lt;br /&gt;Sus 
obras se organizan en torno a cuatro ejes principales: 1. La historia 
del sujeto y el individuo en Occidente; 2. Las formas de individuación y
 poder en la era del capitalismo globalizado; 3. La genealogía del 
concepto de ritmo en las ciencias del hombre y la sociedad, en la 
filosofía y la poética; 4. La teoría del lenguaje y la teoría literaria. &lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/7155057265371059320/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2018/08/pascal-michon-en-buenos-aires.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/7155057265371059320'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/7155057265371059320'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2018/08/pascal-michon-en-buenos-aires.html' title='Pascal Michon en Buenos Aires'/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJmgg7HdK5cVb-wLmMdQ2BPOtIoHNd2dOlAHhciU6ruEp_hm8onzyjwHd2jcdGmMWifswiNXcNgS_-1sRPlMypNy2eOzLAqPIjKTF6OpnvPcZMs8qRzjNKfTXynRO46Uqh-OFNPxJrJKd9/s72-c/Pascal1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-1017264572137955326</id><published>2018-01-30T08:59:00.001-08:00</published><updated>2018-01-30T09:00:19.025-08:00</updated><title type='text'> Tiempo, forma y movimiento. Una idea pre-platónica del ritmo </title><content type='html'>&lt;div class=&quot;post-title entry-title&quot; itemprop=&quot;name&quot;&gt;
Nuestro colega y amigo Pascal Michon acaba de publicar en su plataforma 
on-line &quot;Rhuthmos&quot; el artículo de Aníbal Zorrilla &quot;Tiempo, forma y movimiento. Una idea 
pre-platónica del ritmo&quot;. Esperamos que sea de su interés.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;post-title entry-title&quot; itemprop=&quot;name&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;&lt;b&gt;&lt;/b&gt; &lt;/i&gt;La experiencia rítmica es central en la fruición
 de la obra de arte. Los comentarios sobre las características del ritmo
 son comunes en relación con obras musicales y coreográficas, pero 
también teatrales, audiovisuales y literarias, entre otras. Sin embargo 
no es fácil saber de qué se habla cuando se habla de ritmo. Partiendo de
 autores como Paul Fraisse, Leonard Meyer, Henri Lefebvre o Pascal 
Michon, en este trabajo exponemos una concepción del ritmo distinta a la
 que surge de la definición platónica, para quien el ritmo es “el orden 
del movimiento en la música y la danza siguiendo las leyes del número”. 
Ya Benveniste mostró que el concepto de ritmo fue usado anteriormente 
con otro sentido, como “la forma provisoria, modificable e improvisada 
que adquiere lo que fluye en el momento mismo de fluir”. Postulamos que 
esta forma de concebirlo es una herramienta muy productiva para pensar a
 la vez las sucesiones métricas y todas las demás formas de organización
 posibles independientemente del metro para la interpretación, la 
producción y la enseñanza artística, además de iluminar su rol en la 
creación de sentido en el arte.  

&lt;/div&gt;
&lt;br /&gt;
El enlace al texto completo está &lt;a href=&quot;http://rhuthmos.eu/spip.php?article2146&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;aquí&lt;/b&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;


&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=3640829148270049085&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;216&quot; src=&quot;data:image/png;base64,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&quot; style=&quot;cursor: move;&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;post-body entry-content&quot; id=&quot;post-body-6850822252478375867&quot; itemprop=&quot;description articleBody&quot;&gt;
&lt;br /&gt;
&lt;div style=&quot;clear: both;&quot;&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div alt=&quot;0&quot; id=&quot;SL_balloon_obj&quot; style=&quot;display: block;&quot;&gt;
&lt;div class=&quot;SL_ImTranslatorLogo&quot; id=&quot;SL_button&quot; style=&quot;background: rgba(0, 0, 0, 0) url(&amp;quot;moz-extension://d20db394-1d06-41ff-9454-e10c6f179b99/content/img/util/imtranslator-s.png&amp;quot;) repeat scroll 0% 0%; display: none; opacity: 1;&quot;&gt;
&lt;/div&gt;
&lt;div id=&quot;SL_shadow_translation_result2&quot; style=&quot;display: none;&quot;&gt;
&lt;/div&gt;
&lt;div id=&quot;SL_shadow_translator&quot; style=&quot;display: none;&quot;&gt;
&lt;div id=&quot;SL_planshet&quot;&gt;
&lt;div id=&quot;SL_arrow_up&quot; style=&quot;background: rgba(0, 0, 0, 0) url(&amp;quot;moz-extension://d20db394-1d06-41ff-9454-e10c6f179b99/content/img/util/up.png&amp;quot;) repeat scroll 0% 0%;&quot;&gt;
&lt;/div&gt;
&lt;div id=&quot;SL_Bproviders&quot;&gt;
&lt;div class=&quot;SL_BL_LABLE_ON&quot; id=&quot;SL_P0&quot; title=&quot;Google&quot;&gt;
G&lt;/div&gt;
&lt;div class=&quot;SL_BL_LABLE_ON&quot; id=&quot;SL_P1&quot; title=&quot;Microsoft&quot;&gt;
M&lt;/div&gt;
&lt;div class=&quot;SL_BL_LABLE_ON&quot; id=&quot;SL_P2&quot; title=&quot;Translator&quot;&gt;
T&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;SL_alert_bbl&quot; style=&quot;display: none;&quot;&gt;
&lt;div id=&quot;SLHKclose&quot; style=&quot;background: rgba(0, 0, 0, 0) url(&amp;quot;moz-extension://d20db394-1d06-41ff-9454-e10c6f179b99/content/img/util/delete.png&amp;quot;) repeat scroll 0% 0%;&quot;&gt;
&lt;/div&gt;
&lt;div id=&quot;SL_alert_cont&quot;&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;SL_TB&quot;&gt;
&lt;table cellspacing=&quot;1&quot; id=&quot;SL_tables&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align=&quot;right&quot; class=&quot;SL_td&quot; width=&quot;10%&quot;&gt;&lt;input id=&quot;SL_locer&quot; title=&quot;Fijar idioma&quot; type=&quot;checkbox&quot; /&gt;&lt;/td&gt;&lt;td align=&quot;left&quot; class=&quot;SL_td&quot; width=&quot;20%&quot;&gt;&lt;select id=&quot;SL_lng_from&quot; style=&quot;background: rgb(255, 255, 255) url(&amp;quot;moz-extension://d20db394-1d06-41ff-9454-e10c6f179b99/content/img/util/select.png&amp;quot;) no-repeat scroll 100% 0px;&quot;&gt;&lt;option value=&quot;auto&quot;&gt;Detectar idioma&lt;/option&gt;&lt;option value=&quot;af&quot;&gt;Afrikáans&lt;/option&gt;&lt;option value=&quot;sq&quot;&gt;Albanés&lt;/option&gt;&lt;option value=&quot;de&quot;&gt;Alemán&lt;/option&gt;&lt;option value=&quot;ar&quot;&gt;Árabe&lt;/option&gt;&lt;option value=&quot;hy&quot;&gt;Armenio&lt;/option&gt;&lt;option value=&quot;az&quot;&gt;Azerí&lt;/option&gt;&lt;option value=&quot;bn&quot;&gt;Bengalí&lt;/option&gt;&lt;option value=&quot;be&quot;&gt;Bielorruso&lt;/option&gt;&lt;option value=&quot;my&quot;&gt;Birmano&lt;/option&gt;&lt;option value=&quot;bs&quot;&gt;Bosnio&lt;/option&gt;&lt;option value=&quot;bg&quot;&gt;Búlgaro&lt;/option&gt;&lt;option value=&quot;kn&quot;&gt;Canarés&lt;/option&gt;&lt;option value=&quot;ca&quot;&gt;Catalán&lt;/option&gt;&lt;option value=&quot;ceb&quot;&gt;Cebuano&lt;/option&gt;&lt;option value=&quot;cs&quot;&gt;Checo&lt;/option&gt;&lt;option value=&quot;ny&quot;&gt;Chichewa&lt;/option&gt;&lt;option value=&quot;zh-CN&quot;&gt;Chino (Simp)&lt;/option&gt;&lt;option value=&quot;zh-TW&quot;&gt;Chino (Trad)&lt;/option&gt;&lt;option value=&quot;si&quot;&gt;Cincalés&lt;/option&gt;&lt;option value=&quot;ko&quot;&gt;Coreano&lt;/option&gt;&lt;option value=&quot;ht&quot;&gt;Criollo haitiano&lt;/option&gt;&lt;option value=&quot;hr&quot;&gt;Croata&lt;/option&gt;&lt;option value=&quot;da&quot;&gt;Danés&lt;/option&gt;&lt;option value=&quot;sk&quot;&gt;Eslovaco&lt;/option&gt;&lt;option value=&quot;sl&quot;&gt;Esloveno&lt;/option&gt;&lt;option value=&quot;es&quot;&gt;Español&lt;/option&gt;&lt;option value=&quot;eo&quot;&gt;Esperanto&lt;/option&gt;&lt;option value=&quot;et&quot;&gt;Estonio&lt;/option&gt;&lt;option value=&quot;eu&quot;&gt;Euskera&lt;/option&gt;&lt;option value=&quot;fi&quot;&gt;Finlandés&lt;/option&gt;&lt;option value=&quot;fr&quot;&gt;Francés&lt;/option&gt;&lt;option value=&quot;cy&quot;&gt;Galés&lt;/option&gt;&lt;option value=&quot;gl&quot;&gt;Gallego&lt;/option&gt;&lt;option value=&quot;ka&quot;&gt;Georgiano&lt;/option&gt;&lt;option value=&quot;el&quot;&gt;Griego&lt;/option&gt;&lt;option value=&quot;gu&quot;&gt;Gujarati&lt;/option&gt;&lt;option value=&quot;ha&quot;&gt;Hausa&lt;/option&gt;&lt;option value=&quot;iw&quot;&gt;Hebreo&lt;/option&gt;&lt;option value=&quot;hi&quot;&gt;Hindi&lt;/option&gt;&lt;option value=&quot;hmn&quot;&gt;Hmong&lt;/option&gt;&lt;option value=&quot;nl&quot;&gt;Holandés&lt;/option&gt;&lt;option value=&quot;hu&quot;&gt;Húngaro&lt;/option&gt;&lt;option value=&quot;ig&quot;&gt;Igbo&lt;/option&gt;&lt;option value=&quot;id&quot;&gt;Indonesio&lt;/option&gt;&lt;option value=&quot;en&quot;&gt;Inglés&lt;/option&gt;&lt;option value=&quot;ga&quot;&gt;Irlandés&lt;/option&gt;&lt;option value=&quot;is&quot;&gt;Islandés&lt;/option&gt;&lt;option value=&quot;it&quot;&gt;Italiano&lt;/option&gt;&lt;option value=&quot;ja&quot;&gt;Japonés&lt;/option&gt;&lt;option value=&quot;jw&quot;&gt;Javanés&lt;/option&gt;&lt;option value=&quot;km&quot;&gt;Jemer&lt;/option&gt;&lt;option value=&quot;kk&quot;&gt;Kazajo&lt;/option&gt;&lt;option value=&quot;lo&quot;&gt;Lao&lt;/option&gt;&lt;option value=&quot;la&quot;&gt;Latín&lt;/option&gt;&lt;option value=&quot;lv&quot;&gt;Letón&lt;/option&gt;&lt;option value=&quot;lt&quot;&gt;Lituano&lt;/option&gt;&lt;option value=&quot;mk&quot;&gt;Macedonio&lt;/option&gt;&lt;option value=&quot;ml&quot;&gt;Malayalam&lt;/option&gt;&lt;option value=&quot;ms&quot;&gt;Malayo&lt;/option&gt;&lt;option value=&quot;mg&quot;&gt;Malgache&lt;/option&gt;&lt;option value=&quot;mt&quot;&gt;Maltés&lt;/option&gt;&lt;option value=&quot;mi&quot;&gt;Maorí&lt;/option&gt;&lt;option value=&quot;mr&quot;&gt;Maratí&lt;/option&gt;&lt;option value=&quot;mn&quot;&gt;Mongol&lt;/option&gt;&lt;option value=&quot;ne&quot;&gt;Nepalí&lt;/option&gt;&lt;option value=&quot;no&quot;&gt;Noruego&lt;/option&gt;&lt;option value=&quot;fa&quot;&gt;Persa&lt;/option&gt;&lt;option value=&quot;pl&quot;&gt;Polaco&lt;/option&gt;&lt;option value=&quot;pt&quot;&gt;Portugués&lt;/option&gt;&lt;option value=&quot;pa&quot;&gt;Punjabí&lt;/option&gt;&lt;option value=&quot;ro&quot;&gt;Rumano&lt;/option&gt;&lt;option value=&quot;ru&quot;&gt;Ruso&lt;/option&gt;&lt;option value=&quot;sr&quot;&gt;Serbio&lt;/option&gt;&lt;option value=&quot;st&quot;&gt;Sesoto&lt;/option&gt;&lt;option value=&quot;so&quot;&gt;Somalí&lt;/option&gt;&lt;option value=&quot;sw&quot;&gt;Suajili&lt;/option&gt;&lt;option value=&quot;sv&quot;&gt;Sueco&lt;/option&gt;&lt;option value=&quot;su&quot;&gt;Sundanés&lt;/option&gt;&lt;option value=&quot;tl&quot;&gt;Tagalo&lt;/option&gt;&lt;option value=&quot;th&quot;&gt;Tailandés&lt;/option&gt;&lt;option value=&quot;ta&quot;&gt;Tamil&lt;/option&gt;&lt;option value=&quot;tg&quot;&gt;Tayiko&lt;/option&gt;&lt;option value=&quot;te&quot;&gt;Telugu&lt;/option&gt;&lt;option value=&quot;tr&quot;&gt;Turco&lt;/option&gt;&lt;option value=&quot;uk&quot;&gt;Ucraniano&lt;/option&gt;&lt;option value=&quot;ur&quot;&gt;Urdu&lt;/option&gt;&lt;option value=&quot;uz&quot;&gt;Uzbeco&lt;/option&gt;&lt;option value=&quot;vi&quot;&gt;Vietnamita&lt;/option&gt;&lt;option value=&quot;yi&quot;&gt;Yidis&lt;/option&gt;&lt;option value=&quot;yo&quot;&gt;Yoruba&lt;/option&gt;&lt;option value=&quot;zu&quot;&gt;Zulú&lt;/option&gt;&lt;/select&gt;&lt;/td&gt;&lt;td align=&quot;center&quot; class=&quot;SL_td&quot; width=&quot;3&quot;&gt;&lt;div id=&quot;SL_switch_b&quot; style=&quot;background: rgba(0, 0, 0, 0) url(&amp;quot;moz-extension://d20db394-1d06-41ff-9454-e10c6f179b99/content/img/util/switchb.png&amp;quot;) repeat scroll 0% 0%;&quot; title=&quot;Cambiar idiomas&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td align=&quot;left&quot; class=&quot;SL_td&quot; width=&quot;20%&quot;&gt;&lt;select id=&quot;SL_lng_to&quot; style=&quot;background: rgb(255, 255, 255) url(&amp;quot;moz-extension://d20db394-1d06-41ff-9454-e10c6f179b99/content/img/util/select.png&amp;quot;) no-repeat scroll 100% 0px;&quot;&gt;&lt;option value=&quot;af&quot;&gt;Afrikáans&lt;/option&gt;&lt;option value=&quot;sq&quot;&gt;Albanés&lt;/option&gt;&lt;option value=&quot;de&quot;&gt;Alemán&lt;/option&gt;&lt;option value=&quot;ar&quot;&gt;Árabe&lt;/option&gt;&lt;option value=&quot;hy&quot;&gt;Armenio&lt;/option&gt;&lt;option value=&quot;az&quot;&gt;Azerí&lt;/option&gt;&lt;option value=&quot;bn&quot;&gt;Bengalí&lt;/option&gt;&lt;option value=&quot;be&quot;&gt;Bielorruso&lt;/option&gt;&lt;option value=&quot;my&quot;&gt;Birmano&lt;/option&gt;&lt;option value=&quot;bs&quot;&gt;Bosnio&lt;/option&gt;&lt;option value=&quot;bg&quot;&gt;Búlgaro&lt;/option&gt;&lt;option value=&quot;kn&quot;&gt;Canarés&lt;/option&gt;&lt;option value=&quot;ca&quot;&gt;Catalán&lt;/option&gt;&lt;option value=&quot;ceb&quot;&gt;Cebuano&lt;/option&gt;&lt;option value=&quot;cs&quot;&gt;Checo&lt;/option&gt;&lt;option value=&quot;ny&quot;&gt;Chichewa&lt;/option&gt;&lt;option value=&quot;zh-CN&quot;&gt;Chino (Simp)&lt;/option&gt;&lt;option value=&quot;zh-TW&quot;&gt;Chino (Trad)&lt;/option&gt;&lt;option value=&quot;si&quot;&gt;Cincalés&lt;/option&gt;&lt;option value=&quot;ko&quot;&gt;Coreano&lt;/option&gt;&lt;option value=&quot;ht&quot;&gt;Criollo haitiano&lt;/option&gt;&lt;option value=&quot;hr&quot;&gt;Croata&lt;/option&gt;&lt;option value=&quot;da&quot;&gt;Danés&lt;/option&gt;&lt;option value=&quot;sk&quot;&gt;Eslovaco&lt;/option&gt;&lt;option value=&quot;sl&quot;&gt;Esloveno&lt;/option&gt;&lt;option selected=&quot;selected&quot; value=&quot;es&quot;&gt;Español&lt;/option&gt;&lt;option value=&quot;eo&quot;&gt;Esperanto&lt;/option&gt;&lt;option value=&quot;et&quot;&gt;Estonio&lt;/option&gt;&lt;option value=&quot;eu&quot;&gt;Euskera&lt;/option&gt;&lt;option value=&quot;fi&quot;&gt;Finlandés&lt;/option&gt;&lt;option value=&quot;fr&quot;&gt;Francés&lt;/option&gt;&lt;option value=&quot;cy&quot;&gt;Galés&lt;/option&gt;&lt;option value=&quot;gl&quot;&gt;Gallego&lt;/option&gt;&lt;option value=&quot;ka&quot;&gt;Georgiano&lt;/option&gt;&lt;option value=&quot;el&quot;&gt;Griego&lt;/option&gt;&lt;option value=&quot;gu&quot;&gt;Gujarati&lt;/option&gt;&lt;option value=&quot;ha&quot;&gt;Hausa&lt;/option&gt;&lt;option value=&quot;iw&quot;&gt;Hebreo&lt;/option&gt;&lt;option value=&quot;hi&quot;&gt;Hindi&lt;/option&gt;&lt;option value=&quot;hmn&quot;&gt;Hmong&lt;/option&gt;&lt;option value=&quot;nl&quot;&gt;Holandés&lt;/option&gt;&lt;option value=&quot;hu&quot;&gt;Húngaro&lt;/option&gt;&lt;option value=&quot;ig&quot;&gt;Igbo&lt;/option&gt;&lt;option value=&quot;id&quot;&gt;Indonesio&lt;/option&gt;&lt;option value=&quot;en&quot;&gt;Inglés&lt;/option&gt;&lt;option value=&quot;ga&quot;&gt;Irlandés&lt;/option&gt;&lt;option value=&quot;is&quot;&gt;Islandés&lt;/option&gt;&lt;option value=&quot;it&quot;&gt;Italiano&lt;/option&gt;&lt;option value=&quot;ja&quot;&gt;Japonés&lt;/option&gt;&lt;option value=&quot;jw&quot;&gt;Javanés&lt;/option&gt;&lt;option value=&quot;km&quot;&gt;Jemer&lt;/option&gt;&lt;option value=&quot;kk&quot;&gt;Kazajo&lt;/option&gt;&lt;option value=&quot;lo&quot;&gt;Lao&lt;/option&gt;&lt;option value=&quot;la&quot;&gt;Latín&lt;/option&gt;&lt;option value=&quot;lv&quot;&gt;Letón&lt;/option&gt;&lt;option value=&quot;lt&quot;&gt;Lituano&lt;/option&gt;&lt;option value=&quot;mk&quot;&gt;Macedonio&lt;/option&gt;&lt;option value=&quot;ml&quot;&gt;Malayalam&lt;/option&gt;&lt;option value=&quot;ms&quot;&gt;Malayo&lt;/option&gt;&lt;option value=&quot;mg&quot;&gt;Malgache&lt;/option&gt;&lt;option value=&quot;mt&quot;&gt;Maltés&lt;/option&gt;&lt;option value=&quot;mi&quot;&gt;Maorí&lt;/option&gt;&lt;option value=&quot;mr&quot;&gt;Maratí&lt;/option&gt;&lt;option value=&quot;mn&quot;&gt;Mongol&lt;/option&gt;&lt;option value=&quot;ne&quot;&gt;Nepalí&lt;/option&gt;&lt;option value=&quot;no&quot;&gt;Noruego&lt;/option&gt;&lt;option value=&quot;fa&quot;&gt;Persa&lt;/option&gt;&lt;option value=&quot;pl&quot;&gt;Polaco&lt;/option&gt;&lt;option value=&quot;pt&quot;&gt;Portugués&lt;/option&gt;&lt;option value=&quot;pa&quot;&gt;Punjabí&lt;/option&gt;&lt;option value=&quot;ro&quot;&gt;Rumano&lt;/option&gt;&lt;option value=&quot;ru&quot;&gt;Ruso&lt;/option&gt;&lt;option value=&quot;sr&quot;&gt;Serbio&lt;/option&gt;&lt;option value=&quot;st&quot;&gt;Sesoto&lt;/option&gt;&lt;option value=&quot;so&quot;&gt;Somalí&lt;/option&gt;&lt;option value=&quot;sw&quot;&gt;Suajili&lt;/option&gt;&lt;option value=&quot;sv&quot;&gt;Sueco&lt;/option&gt;&lt;option value=&quot;su&quot;&gt;Sundanés&lt;/option&gt;&lt;option value=&quot;tl&quot;&gt;Tagalo&lt;/option&gt;&lt;option value=&quot;th&quot;&gt;Tailandés&lt;/option&gt;&lt;option value=&quot;ta&quot;&gt;Tamil&lt;/option&gt;&lt;option value=&quot;tg&quot;&gt;Tayiko&lt;/option&gt;&lt;option value=&quot;te&quot;&gt;Telugu&lt;/option&gt;&lt;option value=&quot;tr&quot;&gt;Turco&lt;/option&gt;&lt;option value=&quot;uk&quot;&gt;Ucraniano&lt;/option&gt;&lt;option value=&quot;ur&quot;&gt;Urdu&lt;/option&gt;&lt;option value=&quot;uz&quot;&gt;Uzbeco&lt;/option&gt;&lt;option value=&quot;vi&quot;&gt;Vietnamita&lt;/option&gt;&lt;option value=&quot;yi&quot;&gt;Yidis&lt;/option&gt;&lt;option value=&quot;yo&quot;&gt;Yoruba&lt;/option&gt;&lt;option value=&quot;zu&quot;&gt;Zulú&lt;/option&gt;&lt;/select&gt;&lt;/td&gt;&lt;td align=&quot;center&quot; class=&quot;SL_td&quot; width=&quot;8%&quot;&gt;&lt;div id=&quot;SL_TTS_voice&quot; style=&quot;background: rgba(0, 0, 0, 0) url(&amp;quot;moz-extension://d20db394-1d06-41ff-9454-e10c6f179b99/content/img/util/ttsvoice.png&amp;quot;) repeat scroll 0% 0%;&quot; title=&quot;Еscuchar&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td align=&quot;center&quot; class=&quot;SL_td&quot; width=&quot;8%&quot;&gt;&lt;div class=&quot;SL_copy&quot; id=&quot;SL_copy&quot; style=&quot;background: rgba(0, 0, 0, 0) url(&amp;quot;moz-extension://d20db394-1d06-41ff-9454-e10c6f179b99/content/img/util/copy.png&amp;quot;) repeat scroll 0% 0%;&quot; title=&quot;Copiar&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td align=&quot;center&quot; class=&quot;SL_td&quot; width=&quot;8%&quot;&gt;&lt;div id=&quot;SL_bbl_font_patch&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;SL_bbl_font&quot; id=&quot;SL_bbl_font&quot; style=&quot;background: rgba(0, 0, 0, 0) url(&amp;quot;moz-extension://d20db394-1d06-41ff-9454-e10c6f179b99/content/img/util/font.png&amp;quot;) repeat scroll 0% 0%;&quot; title=&quot;Тamaño de fuente&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td align=&quot;center&quot; class=&quot;SL_td&quot; width=&quot;8%&quot;&gt;&lt;div id=&quot;SL_bbl_help&quot; style=&quot;background: rgba(0, 0, 0, 0) url(&amp;quot;moz-extension://d20db394-1d06-41ff-9454-e10c6f179b99/content/img/util/bhelp.png&amp;quot;) repeat scroll 0% 0%;&quot; title=&quot;Ayuda&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td align=&quot;right&quot; class=&quot;SL_td&quot; width=&quot;15%&quot;&gt;&lt;div class=&quot;SL_pin_off&quot; id=&quot;SL_pin&quot; style=&quot;background: rgba(0, 0, 0, 0) url(&amp;quot;moz-extension://d20db394-1d06-41ff-9454-e10c6f179b99/content/img/util/pin-on.png&amp;quot;) repeat scroll 0% 0%;&quot; title=&quot;Fijar la ventana de traducción&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id=&quot;SL_shadow_translation_result&quot; style=&quot;visibility: visible;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;SL_loading&quot; id=&quot;SL_loading&quot; style=&quot;background: rgba(0, 0, 0, 0) url(&amp;quot;moz-extension://d20db394-1d06-41ff-9454-e10c6f179b99/content/img/util/loading.gif&amp;quot;) repeat scroll 0% 0%;&quot;&gt;
&lt;/div&gt;
&lt;div id=&quot;SL_player2&quot;&gt;
&lt;/div&gt;
&lt;div id=&quot;SL_alert100&quot;&gt;
La función de sonido está limitada a 200 caracteres&lt;/div&gt;
&lt;div id=&quot;SL_Balloon_options&quot; style=&quot;background: rgb(255, 255, 255) url(&amp;quot;moz-extension://d20db394-1d06-41ff-9454-e10c6f179b99/content/img/util/bg3.png&amp;quot;) repeat scroll 0% 0%;&quot;&gt;
&lt;div id=&quot;SL_arrow_down&quot; style=&quot;background: rgba(0, 0, 0, 0) url(&amp;quot;moz-extension://d20db394-1d06-41ff-9454-e10c6f179b99/content/img/util/down.png&amp;quot;) repeat scroll 0% 0%;&quot;&gt;
&lt;/div&gt;
&lt;table id=&quot;SL_tbl_opt&quot; style=&quot;width: 100%px;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align=&quot;center&quot; width=&quot;5%&quot;&gt;&lt;input checked=&quot;1&quot; id=&quot;SL_BBL_locer&quot; title=&quot;Mostrar el botón ImTranslator 3 segundos&quot; type=&quot;checkbox&quot; /&gt;&lt;/td&gt;&lt;td align=&quot;left&quot; width=&quot;5%&quot;&gt;&lt;div id=&quot;SL_BBL_IMG&quot; style=&quot;background: rgba(0, 0, 0, 0) url(&amp;quot;moz-extension://d20db394-1d06-41ff-9454-e10c6f179b99/content/img/util/bbl-logo.png&amp;quot;) repeat scroll 0% 0%;&quot; title=&quot;Mostrar el botón ImTranslator 3 segundos&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td align=&quot;center&quot; width=&quot;70%&quot;&gt;&lt;a class=&quot;SL_options&quot; href=&quot;moz-extension://d20db394-1d06-41ff-9454-e10c6f179b99/content/html/options/options.html?bbl&quot; target=&quot;_blank&quot; title=&quot;Mostrar opciones&quot;&gt;Opciones&lt;/a&gt; : &lt;a class=&quot;SL_options&quot; href=&quot;moz-extension://d20db394-1d06-41ff-9454-e10c6f179b99/content/html/options/options.html?hist&quot; target=&quot;_blank&quot; title=&quot;Historial de traducciones&quot;&gt;Historia&lt;/a&gt; : &lt;a class=&quot;SL_options&quot; href=&quot;moz-extension://d20db394-1d06-41ff-9454-e10c6f179b99/content/html/options/options.html?feed&quot; target=&quot;_blank&quot; title=&quot;ImTranslator Feedback&quot;&gt;Feedback&lt;/a&gt; : &lt;a class=&quot;SL_options&quot; href=&quot;https://www.paypal.com/cgi-bin/webscr?cmd=_s-xclick&amp;amp;hosted_button_id=GD9D8CPW8HFA2&quot; target=&quot;_blank&quot; title=&quot;Hacer una contribución&quot;&gt;Donate&lt;/a&gt;&lt;/td&gt;&lt;td align=&quot;right&quot; width=&quot;15%&quot;&gt;&lt;span id=&quot;SL_Balloon_Close&quot; title=&quot;Cerrar&quot;&gt;Cerrar&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/1017264572137955326/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2018/01/tiempo-forma-y-movimiento-una-idea-pre.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/1017264572137955326'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/1017264572137955326'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2018/01/tiempo-forma-y-movimiento-una-idea-pre.html' title=' Tiempo, forma y movimiento. Una idea pre-platónica del ritmo '/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-3662535412134111138</id><published>2017-11-04T11:20:00.003-07:00</published><updated>2017-11-04T11:23:11.167-07:00</updated><title type='text'>El ritmo en el arte: individuación, subjetividad y norma </title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Amigos, el artículo de dos de nosotros, Leticia Miramontes y Aníbal Zorrilla, está en Rhuthmos, el sitio de nuestro amigo y colega Pascal Michon. Compartimos su publicación y los invitamos a leerlo y opinar sobre su contenido. Agradecemos a Pascal la oportunidad de su difusión. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=3640829148270049085&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;290&quot; src=&quot;data:image/png;base64,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&quot; style=&quot;cursor: move;&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;i&gt; &lt;/i&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;Resumen:&lt;/b&gt; La concepción dominante en ámbitos 
artísticos y académicos del ritmo está atravesada por una definición que
 prioriza aspectos numéricos como la repetición, la duración y la 
división proporcional del tiempo y los acontecimientos, la 
sobrevaloración de los aspectos métricos en relación a otros componentes
 del fenómeno rítmico, además de una obsoleta teorización 
mono-disciplinar por la cual se lo piensa como si fuera un fenómeno 
cuyas características no son comparables en sus manifestaciones en 
distintas disciplinas.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;

&lt;/span&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;br /&gt;
Pero existen otras concepciones del ritmo que priorizan los dinámicos y 
morfológicos y hay conceptos teóricos que permiten manejar y formalizar 
aspectos que están más allá de la métrica. La primera forma de ver el 
ritmo está por lo tanto permeada por una concepción normativa, en la 
cual el ritmo es un modelo al cual el sujeto se debe amoldar, y según la
 cual el estudio del ritmo en el arte consiste en aprender a realizarlo 
correctamente. La idea del ritmo que surge de esta investigación coloca 
al sujeto en el centro de la experiencia rítmica como actor y creador, y
 a esta experiencia como una manifestación de su subjetividad, su 
individuación y su realización como individuo en el mundo.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/3662535412134111138/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2017/11/el-ritmo-en-el-arte-individuacion.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/3662535412134111138'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/3662535412134111138'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2017/11/el-ritmo-en-el-arte-individuacion.html' title='El ritmo en el arte: individuación, subjetividad y norma '/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-5711228406554015502</id><published>2017-10-13T12:10:00.004-07:00</published><updated>2017-10-13T12:10:54.631-07:00</updated><title type='text'>Libros de Pascal Michon</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Nuestro colega y amigo Pascal Michon nos envió dos libros de su autoría incomparables sobre nuestro tema de investigación. Pascal es filósofo e historiador y un científico social de primera línea, que tiene trabajos sobre el ritmo en distintos campos de las ciencias humanas, además de estudios únicos sobre la historia del pensamiento y las teorías sobre el ritmo.&amp;nbsp;&lt;/div&gt;
&lt;br /&gt;
Los libros que recibimos son &lt;b&gt;&lt;a href=&quot;https://www.amazon.com/Elements-Rhythmology-Antiquity-Rythmologies-6/dp/B071P4KF2Q/ref=asap_bc?ie=UTF8&quot; target=&quot;_blank&quot;&gt;Elements of Rhythmology: I &lt;/a&gt;&lt;/b&gt;&lt;span class=&quot;a-size-large&quot; id=&quot;productTitle&quot;&gt;&lt;a href=&quot;https://www.amazon.com/Elements-Rhythmology-Antiquity-Rythmologies-6/dp/B071P4KF2Q/ref=asap_bc?ie=UTF8&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;Antiquity&lt;/b&gt;;&lt;/a&gt; y &lt;/span&gt;&lt;span class=&quot;a-size-large&quot; id=&quot;productTitle&quot;&gt;&lt;b&gt;&lt;a href=&quot;https://www.amazon.com/Elements-Rhythmology-Antiquity-Rythmologies-6/dp/B071P4KF2Q/ref=asap_bc?ie=UTF8&quot; target=&quot;_blank&quot;&gt;Elements of Rhythmology: II. From Enlightenment to 19th century&lt;/a&gt;&lt;/b&gt;. &lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;a-size-large&quot; id=&quot;productTitle&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiejFgUnulh15msOOG6VEV0MOZB0heIAThBvbPVPGvfU-h2Ee-_BbPtFLh8fP8bW6HRoiA8YExtPgrSFxIeIHIdhEJkODYAkBnW3hSgqtAfhkPeyAQQy7P28voQWMuTJuBW4fvWKePFHMn0/s1600/Rhythmology+1.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;621&quot; data-original-width=&quot;394&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiejFgUnulh15msOOG6VEV0MOZB0heIAThBvbPVPGvfU-h2Ee-_BbPtFLh8fP8bW6HRoiA8YExtPgrSFxIeIHIdhEJkODYAkBnW3hSgqtAfhkPeyAQQy7P28voQWMuTJuBW4fvWKePFHMn0/s320/Rhythmology+1.jpeg&quot; width=&quot;203&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidbL8RU5fxMwFNFhBHDJ-GRm0fYClR-OFJSzF5YgQpAnZbnt_CxnrmNu2uYoF2KrfHkMAiYbsQ2pkWWoCzhfqCfvwaFMBa6-Pn433SUdL56vR0GJ3zMMZkJoikAILNUnoll5eiVBQa2Kkx/s1600/Rhythmology+2.jpeg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1395&quot; data-original-width=&quot;1018&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidbL8RU5fxMwFNFhBHDJ-GRm0fYClR-OFJSzF5YgQpAnZbnt_CxnrmNu2uYoF2KrfHkMAiYbsQ2pkWWoCzhfqCfvwaFMBa6-Pn433SUdL56vR0GJ3zMMZkJoikAILNUnoll5eiVBQa2Kkx/s320/Rhythmology+2.jpeg&quot; width=&quot;233&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
Están disponibles on-line también en el sitio Rhuthmos que mantiene el autor el tomo 1 &lt;b&gt;&lt;a href=&quot;http://rhuthmos.eu/spip.php?article1998&quot; target=&quot;_blank&quot;&gt;AQUÍ&lt;/a&gt;&lt;/b&gt; y el tomo 2 &lt;b&gt;&lt;a href=&quot;http://rhuthmos.eu/spip.php?article2060&quot; target=&quot;_blank&quot;&gt;AQUÍ&lt;/a&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;img alt=&quot;&quot; height=&quot;310&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;640&quot; /&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
Esperamos que disfruten de su lectura tanto como nosotros! &lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span class=&quot;a-size-large&quot; id=&quot;productTitle&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span class=&quot;a-size-large&quot; id=&quot;productTitle&quot;&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/5711228406554015502/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2017/10/libros-de-pascal-michon.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/5711228406554015502'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/5711228406554015502'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2017/10/libros-de-pascal-michon.html' title='Libros de Pascal Michon'/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiejFgUnulh15msOOG6VEV0MOZB0heIAThBvbPVPGvfU-h2Ee-_BbPtFLh8fP8bW6HRoiA8YExtPgrSFxIeIHIdhEJkODYAkBnW3hSgqtAfhkPeyAQQy7P28voQWMuTJuBW4fvWKePFHMn0/s72-c/Rhythmology+1.jpeg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-8604204751612559003</id><published>2017-10-01T12:06:00.001-07:00</published><updated>2017-10-01T12:23:43.494-07:00</updated><title type='text'>Nuestra participación en el Congreso de la UNA</title><content type='html'>&lt;div&gt;
&lt;div class=&quot;m_-3715031093492561025gmail-m_-3614471238013256038gmail-m_-2899146510923510075gmail-&quot;&gt;
&lt;div class=&quot;m_-3715031093492561025gmail-m_-3614471238013256038gmail-m_-2899146510923510075gmail-_1mf m_-3715031093492561025gmail-m_-3614471238013256038gmail-m_-2899146510923510075gmail-_1mj&quot;&gt;
Amigos, vamos a participar del&amp;nbsp; congreso de la UNA. La ponencia de Melisa 
Galarce y Leticia Miramontes se titula &quot;La polirrítmia de la danza, conceptos y problemáticas&quot; y la de Salomé Lopes Coelho y Aníbal Zorrilla se llama &quot;Tiempo, forma y movimiento. Una idea pre-platónica del ritmo&quot;. &lt;/div&gt;
&lt;div class=&quot;m_-3715031093492561025gmail-m_-3614471238013256038gmail-m_-2899146510923510075gmail-_1mf m_-3715031093492561025gmail-m_-3614471238013256038gmail-m_-2899146510923510075gmail-_1mj&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;m_-3715031093492561025gmail-m_-3614471238013256038gmail-m_-2899146510923510075gmail-_1mf m_-3715031093492561025gmail-m_-3614471238013256038gmail-m_-2899146510923510075gmail-_1mj&quot;&gt;
El enlace al sitio del congreso &lt;b&gt;&lt;a href=&quot;https://congresointernacionaldeartes.una.edu.ar/&quot; target=&quot;_blank&quot;&gt;está aquí&amp;nbsp;&lt;/a&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;m_-3715031093492561025gmail-m_-3614471238013256038gmail-m_-2899146510923510075gmail-_1mf m_-3715031093492561025gmail-m_-3614471238013256038gmail-m_-2899146510923510075gmail-_1mj&quot;&gt;
Los
 paneles, conferencias, plenarios y mesas sin certificación son de 
asistencia libre y gratuita. Costos de acreditación para Asistentes al 
Congreso (acreditarse para recibir certificado de asistencia): público 
en general: $200, estudiantes de la UNA: sin costo. La acreditación se 
realiza al momento de llegada al Congreso.  Los acreditados recibirán 
certificados de asistencia al Congreso vía email. &lt;/div&gt;
&lt;div class=&quot;m_-3715031093492561025gmail-m_-3614471238013256038gmail-m_-2899146510923510075gmail-_1mf m_-3715031093492561025gmail-m_-3614471238013256038gmail-m_-2899146510923510075gmail-_1mj&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpka16DJiqueAjM3RF86mONppD8ng3r6FCI2E1X4CNipoax6lHBVsxefY2jXS-ylpmZxUl6cuii2xpJ-pqnVVZwzWAsxA2mKciA-4OVJLSEeHO8lOI0x9P9618sbXdxM6OHSHZ-ujYORHn/s1600/1506606856_2017-re-2congreso-slider-duchamp.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;525&quot; data-original-width=&quot;1600&quot; height=&quot;130&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpka16DJiqueAjM3RF86mONppD8ng3r6FCI2E1X4CNipoax6lHBVsxefY2jXS-ylpmZxUl6cuii2xpJ-pqnVVZwzWAsxA2mKciA-4OVJLSEeHO8lOI0x9P9618sbXdxM6OHSHZ-ujYORHn/s400/1506606856_2017-re-2congreso-slider-duchamp.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt; &lt;/b&gt;&lt;br /&gt;
El mi&lt;span class=&quot;_4n-j _3cht fsl&quot; data-testid=&quot;event-permalink-details&quot;&gt;ércoles de 11 a 13h en el AULA 1, &lt;/span&gt;&lt;span class=&quot;_4n-j _3cht fsl&quot; data-testid=&quot;event-permalink-details&quot;&gt;CC San Martín.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;_4n-j _3cht fsl&quot; data-testid=&quot;event-permalink-details&quot;&gt;Mesa 14: Composicion, ritmos, lenguajes&lt;br /&gt; Coord: Miramontes Leticia.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;_4n-j _3cht fsl&quot; data-testid=&quot;event-permalink-details&quot;&gt;&lt;br /&gt; Diálogo compositivo entre lo visual y lo sonoro.&lt;br /&gt; Cullari Leonardo Agustin.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;_4n-j _3cht fsl&quot; data-testid=&quot;event-permalink-details&quot;&gt;&lt;br /&gt; La polirrítmia de la danza, conceptos y problemáticas.&lt;br /&gt; Miramontes Leticia y Galarce Melisa.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;_4n-j _3cht fsl&quot; data-testid=&quot;event-permalink-details&quot;&gt;&lt;br /&gt; Mediatización, narratividad y discursividad musical: aproxi-&lt;br /&gt; maciones analíticas.&lt;br /&gt; Buján Federico&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;m_-3715031093492561025gmail-m_-3614471238013256038gmail-m_-2899146510923510075gmail-_1mf m_-3715031093492561025gmail-m_-3614471238013256038gmail-m_-2899146510923510075gmail-_1mj&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;m_-3715031093492561025gmail-m_-3614471238013256038gmail-m_-2899146510923510075gmail-_1mf m_-3715031093492561025gmail-m_-3614471238013256038gmail-m_-2899146510923510075gmail-_1mj&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKmheSkAXzQGWPnKuJzlqk0olOb0wNbHo3pv6ZD4jbv_BMf5FArGQ62eY87u3hmsmYS9_HHWhCHQPDMCLDy5FOtnfUyqFWndJ9C1LoySrNeeAfRA-ZBDy-fSAkhRNYrACB9FccxazfjRDa/s1600/1506386299_2017-re-2congreso-slider-rusia1.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;525&quot; data-original-width=&quot;1600&quot; height=&quot;130&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKmheSkAXzQGWPnKuJzlqk0olOb0wNbHo3pv6ZD4jbv_BMf5FArGQ62eY87u3hmsmYS9_HHWhCHQPDMCLDy5FOtnfUyqFWndJ9C1LoySrNeeAfRA-ZBDy-fSAkhRNYrACB9FccxazfjRDa/s400/1506386299_2017-re-2congreso-slider-rusia1.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;m_-3715031093492561025gmail-m_-3614471238013256038gmail-m_-2899146510923510075gmail-_1mf m_-3715031093492561025gmail-m_-3614471238013256038gmail-m_-2899146510923510075gmail-_1mj&quot;&gt;
&lt;div class=&quot;m_-3715031093492561025gmail-m_-3614471238013256038gmail-m_-2899146510923510075gmail-_1mf m_-3715031093492561025gmail-m_-3614471238013256038gmail-m_-2899146510923510075gmail-_1mj&quot;&gt;
Miércoles 4 de 12 a 13, LABORATORIO 1, CC San Martín. Mesa 28: Teoría y práctica de la praxis corporal &lt;br /&gt;
Coordina: Silvina Duna&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;m_-3715031093492561025gmail-text_exposed_show&quot;&gt;
El discurso hablado en la danza, aproximaciones entre la narratividad y la mediatización&lt;br /&gt;
Rubin María José&lt;br /&gt;
&lt;br /&gt;
¿Pensamiento del cuerpo o pensamiento sobre el cuerpo?: el problema de 
la intelectualización de la praxis y sus efectos en la producción 
artística.&lt;br /&gt;
Groesman Claudia Alejandra&lt;br /&gt;
&lt;br /&gt;
Tiempo, forma y movimiento. Una idea pre-platónica del ritmo.&lt;br /&gt;
Lopes Coelho Salomé y Zorrilla Anibal&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjknYFPaJ20hqkoiT9ZtQ0tgAkPsSnWctYYJUb8iW5IOdGYP1yFXqQJaqLFTHBMsKPuZUBo-M5__R6LwTGyTpK6X_2oCfDaugnvd1e-vRSTkp6yuuLQtJ8oZssjb_pSo5Tnaj8ACwywQlsV/s1600/1506606878_2017-re-2congreso-slider-apostol.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;525&quot; data-original-width=&quot;1600&quot; height=&quot;131&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjknYFPaJ20hqkoiT9ZtQ0tgAkPsSnWctYYJUb8iW5IOdGYP1yFXqQJaqLFTHBMsKPuZUBo-M5__R6LwTGyTpK6X_2oCfDaugnvd1e-vRSTkp6yuuLQtJ8oZssjb_pSo5Tnaj8ACwywQlsV/s400/1506606878_2017-re-2congreso-slider-apostol.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/8604204751612559003/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2017/10/nuestra-participacion-en-el-congreso-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/8604204751612559003'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/8604204751612559003'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2017/10/nuestra-participacion-en-el-congreso-de.html' title='Nuestra participación en el Congreso de la UNA'/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpka16DJiqueAjM3RF86mONppD8ng3r6FCI2E1X4CNipoax6lHBVsxefY2jXS-ylpmZxUl6cuii2xpJ-pqnVVZwzWAsxA2mKciA-4OVJLSEeHO8lOI0x9P9618sbXdxM6OHSHZ-ujYORHn/s72-c/1506606856_2017-re-2congreso-slider-duchamp.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-4509752094987142580</id><published>2017-03-02T07:52:00.002-08:00</published><updated>2017-03-02T07:55:13.866-08:00</updated><title type='text'>Entrevista de Perla Zayas a Aníbal Zorrilla</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
La Dra Perla Zayas mantiene un muy interesante &lt;i&gt;&lt;b&gt;&lt;a href=&quot;http://goenescena.blogspot.com.ar/&quot; target=&quot;_blank&quot;&gt;blog&lt;/a&gt;&lt;/b&gt;&lt;/i&gt;&amp;nbsp;
 sobre los temas que le apasionaron toda la vida, literatura, artes 
escénicas, historia del arte, entre otros. Este verano le realizó una entrevista a uno de nosotros, Aníbal Zorrilla, de la cual compartimos un fragmento: &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&quot;Cuando nuestra institución se transformó de un profesorado a una 
universidad, primero Instituto Universitario Nacional del Arte y luego 
Universidad Nacional de las Artes, comenzaron a desarrollarse 
actividades propias de la universidad que en el profesorado no existían,
 como la investigación y la extensión, entre otras. Las autoridades de 
la Universidad y del Departamento de Artes del Movimiento estimularon a 
los docentes a involucrarse en estas actividades y a formar equipos para
 presentar proyectos al Programa de Incentivos a la Investigación de la 
Secretaría de Políticas Universitarias. Para mí fue una oportunidad de 
desarrollar una cantidad de inquietudes que tenía desde hacía mucho 
tiempo y que surgían de nuestro trabajo cotidiano en las clases de 
danza. ¿Porqué había alumnos que resolvían los problemas de la ejecución
 rítmica y otros no? ¿Porqué era tan difícil que los alumnos con 
dificultades las superaran? ¿Estaríamos haciendo algo mal nosotros los 
docentes, habría algo en nuestra manera de abordar la materia que no 
ayudara a los alumnos, sino más bien que fuera un obstáculo para ello? 
Junto con Claudia Barretta y Leticia Miramontes, docentes de Danza 
Moderna y Danza Clásica respectivamente formamos el Equipo de 
investigación sobre el Ritmo en el Arte, EIRA, que tuvo el honor de 
contar con tu dirección, hoy conformado por Miramontes, Melisa Galarce y
 yo. Comenzamos a hacer un relevamiento bibliográfico de autores como 
Rudolf von Laban y Jaques Dalcroze, entre otros, y además elaboramos un 
cuestionario que les presentamos a nuestros colegas para conocer sus 
ideas sobre el ritmo. Encontramos que si bien hay mucho escrito sobre el
 ritmo y que muchos autores y docentes le dan una importancia capital 
tanto en la enseñanza como en la práctica de la danza, falta una teoría 
general de la estructura rítmica con un marco conceptual claro que 
permita formular métodos analíticos que sean productivos en la clase, en
 la interpretación y la creación. Y además los conceptos comunes entre 
nuestros colegas están mal definidos, se emplean palabras como “cuenta”,
 “tiempo” y “compás”, por ejemplo, pero para cada docente tienen un 
significado distinto y no forman parte de un sistema conceptual 
coherente. Finalmente encontramos que efectivamente hay  obstáculos 
importantes en nuestra forma de enseñar el ritmo en la clase, como 
sobrevalorar el aspecto métrico del fenómeno rítmico, asociado a un 
abordaje excesivamente formal de la danza y a los aspectos normativos de
 la enseñanza, y darle un lugar muy secundario a los aspectos dinámicos y
 acentuales del movimiento, más asociados a la subjetividad y a la 
individualidad del estudiante; también es muy perjudicial abordar el 
ritmo como si fuera un fenómeno “musical” y no propio de la danza, del 
cuerpo del bailarín. Abordamos todos estos temas en nuestro libro 
“Ritmando Danzas”, del año 2013, con el que pretendemos abrir la 
discusión en la comunidad de la danza&quot;.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La entrevista completa está &lt;b&gt;&lt;i&gt;&lt;a href=&quot;http://goenescena.blogspot.com.ar/2017/02/anibal-zorrilla-una-entrevista-de-perla.html&quot; target=&quot;_blank&quot;&gt;aquí&lt;/a&gt;. &lt;/i&gt;&lt;/b&gt;Gracias Perla por la dedicación, y a los lectores por el interés!&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIWK4sJNL3Ah2hSHdYfOSkS2Rj0NZ_OPmS9j7b76eD29TOUAGk6BfnD3xC45TmzEsWuy8T_A4HlyDk9n6xdg6iyUQScJ2-xWL-MVK78zmAgdyTdtumFHp3Q2EP7mIMYMNiXZJAhcQQJ4ny/s1600/Taller+ritmo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;300&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIWK4sJNL3Ah2hSHdYfOSkS2Rj0NZ_OPmS9j7b76eD29TOUAGk6BfnD3xC45TmzEsWuy8T_A4HlyDk9n6xdg6iyUQScJ2-xWL-MVK78zmAgdyTdtumFHp3Q2EP7mIMYMNiXZJAhcQQJ4ny/s400/Taller+ritmo.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Primer Seminario/Taller sobre el Ritmo en el Arte, 2010. &lt;span class=&quot;fbPhotoTagList&quot; id=&quot;fbPhotoSnowliftTagList&quot;&gt;&lt;span class=&quot;fcg&quot;&gt;&lt;span class=&quot;fbPhotoTagListTag tagItem&quot;&gt;Claudia Barretta&lt;/span&gt;, &lt;span class=&quot;fbPhotoTagListTag tagItem&quot;&gt;Gustavo Gallardo Dramis&lt;/span&gt;, &lt;span class=&quot;fbPhotoTagListTag tagItem&quot;&gt;Cristina Fontana&lt;/span&gt;, &lt;span class=&quot;fbPhotoTagListTag tagItem&quot;&gt;Aníbal Zorrilla, Roberta Castro&lt;/span&gt;, &lt;span class=&quot;fbPhotoTagListTag tagItem&quot;&gt;Viviana E. Vasquez&lt;/span&gt;, &lt;span class=&quot;fbPhotoTagListTag tagItem&quot;&gt;Paola Alejandra Castro&lt;/span&gt;, &lt;span class=&quot;fbPhotoTagListTag tagItem&quot;&gt;Martha Valeria Bulgaroni&lt;/span&gt; y &lt;span class=&quot;fbPhotoTagListTag tagItem&quot;&gt;Melisa Galarce&lt;/span&gt;. Leticia Miramontes es quien saca la foto. &lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/4509752094987142580/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2017/03/entrevista-de-pe3rla-zayas-anibal.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/4509752094987142580'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/4509752094987142580'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2017/03/entrevista-de-pe3rla-zayas-anibal.html' title='Entrevista de Perla Zayas a Aníbal Zorrilla'/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIWK4sJNL3Ah2hSHdYfOSkS2Rj0NZ_OPmS9j7b76eD29TOUAGk6BfnD3xC45TmzEsWuy8T_A4HlyDk9n6xdg6iyUQScJ2-xWL-MVK78zmAgdyTdtumFHp3Q2EP7mIMYMNiXZJAhcQQJ4ny/s72-c/Taller+ritmo.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-710351385805146148</id><published>2017-01-24T14:45:00.001-08:00</published><updated>2017-01-24T14:45:39.381-08:00</updated><title type='text'>Apuntes sobre Repetición y Diferencia</title><content type='html'>&lt;div class=&quot;_5pbx userContent&quot; data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;K&amp;quot;}&quot; id=&quot;js_2pq&quot;&gt;
Un hermoso artículo de nuestra querida colega Salomé Lopes Coelho, publicado por Pascal Michon en Rhuthmos: Apontamentos sobre Repetição e Diferença. A leer en portugués, que no muerde...!!!&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxVH5TaUdGQWHm0GObRaNZTcKbZV0dlGK5reQg4LGuCT1EQmzfpgClQueGR2v6Oy6JhFjutfIRygdYUZm8n6ClWMJZUp_3jh3kDLphVqzXLZfhRlo0hfGlLDKL0Rbb9oaThhioo4dFLZiw/s1600/Foto+Salome+2.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;278&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxVH5TaUdGQWHm0GObRaNZTcKbZV0dlGK5reQg4LGuCT1EQmzfpgClQueGR2v6Oy6JhFjutfIRygdYUZm8n6ClWMJZUp_3jh3kDLphVqzXLZfhRlo0hfGlLDKL0Rbb9oaThhioo4dFLZiw/s400/Foto+Salome+2.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
El enlace está &lt;a href=&quot;http://rhuthmos.eu/spip.php?article1933&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;aquí &lt;/b&gt;&lt;/a&gt;&lt;br /&gt;
 &lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/710351385805146148/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2017/01/apuntes-sobre-repeticion-y-diferencia.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/710351385805146148'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/710351385805146148'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2017/01/apuntes-sobre-repeticion-y-diferencia.html' title='Apuntes sobre Repetición y Diferencia'/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxVH5TaUdGQWHm0GObRaNZTcKbZV0dlGK5reQg4LGuCT1EQmzfpgClQueGR2v6Oy6JhFjutfIRygdYUZm8n6ClWMJZUp_3jh3kDLphVqzXLZfhRlo0hfGlLDKL0Rbb9oaThhioo4dFLZiw/s72-c/Foto+Salome+2.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-1228726508138324880</id><published>2016-03-26T11:12:00.004-07:00</published><updated>2016-04-07T05:21:35.503-07:00</updated><title type='text'>Publicaciones de nuestros trabajos en Rhuthmos </title><content type='html'>Amigos, el sitio especializado en estudios sobre el ritmo &lt;a href=&quot;http://rhuthmos.eu/&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;&quot;Rhuthmos&quot;&lt;/b&gt;&lt;/a&gt; 
acaba de publicar dos textos de nuestro equipo de investigación.&lt;br /&gt;
&lt;br /&gt;
El primero es un capítulo de nuestro libro &quot;Ritmando Danzas&quot;, que 
escribimos Claudia Barretta, Leticia Miramontes y Aníbal Zorrilla: &quot;Definiciones del 
concepto de ritmo&amp;nbsp;: Platón, Benveniste, ritmo fisiológico, otras&quot;. Está 
en castellano y también en inglés, gracias a&lt;i&gt; &lt;/i&gt;nuestros amigos y colegas Gustavo Long y Mariana Migliore.&lt;br /&gt;
&lt;br /&gt;
El enlace al texto en castellano está &lt;a href=&quot;http://rhuthmos.eu/spip.php?article1751&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;aquí. &lt;/b&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSnsDqmbll7jtTx_KnVRuMrjH0dTHf6chjMkLpU0l0x-5NR-DcuQ4kL6arvzZezZHP9V6DXAe5JfyIHjkQSRfkR5XOfd8UCRjrwiKWKQYSzmXwtmXN-dw99NkJiF9Kfd61cUF1o6NWAt1I/s1600/ritmo+1.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;161&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSnsDqmbll7jtTx_KnVRuMrjH0dTHf6chjMkLpU0l0x-5NR-DcuQ4kL6arvzZezZHP9V6DXAe5JfyIHjkQSRfkR5XOfd8UCRjrwiKWKQYSzmXwtmXN-dw99NkJiF9Kfd61cUF1o6NWAt1I/s400/ritmo+1.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
El enlace al texto en inglés está &lt;a href=&quot;http://rhuthmos.eu/spip.php?article1750&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;aquí.&lt;/b&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8dS3n_HwoEMgEqLHSd_TCllhEgQTWPuK7WdjUGQJrIX1BQhNCwV7dLlwCVoLrLPIxh7LowUN3gd7rcJmWhr0TMXgZkRpa6PmQ7JOI7abrjGy9Q7TqN7yml2mxo6ns9kDbK9KW0cvgK4X0/s1600/ritmo+2.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;161&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8dS3n_HwoEMgEqLHSd_TCllhEgQTWPuK7WdjUGQJrIX1BQhNCwV7dLlwCVoLrLPIxh7LowUN3gd7rcJmWhr0TMXgZkRpa6PmQ7JOI7abrjGy9Q7TqN7yml2mxo6ns9kDbK9KW0cvgK4X0/s400/ritmo+2.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
También está publicado un texto de Aníbal Zorrilla de hace unos años que teníamos ganas de
 compartir, &quot;El ritmo y la métrica en los textos literarios&quot;. El enlace 
está &lt;b&gt;&lt;a href=&quot;http://rhuthmos.eu/spip.php?article1747&quot; target=&quot;_blank&quot;&gt;aquí.&lt;/a&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXHK5iaWQvuK7-5_pqLLDsBMkqapeCYCIfKo5sV7bB1t42CUORWIbxyO2W7Y2F9jvtVKcSymuozN4e4tB7oxqUYtL6OQz5ybJofPJSRwBUnfnhqbMQSNg5XwIssouSuJWdD0G4z6BTnby1/s1600/ritmo+3.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;176&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXHK5iaWQvuK7-5_pqLLDsBMkqapeCYCIfKo5sV7bB1t42CUORWIbxyO2W7Y2F9jvtVKcSymuozN4e4tB7oxqUYtL6OQz5ybJofPJSRwBUnfnhqbMQSNg5XwIssouSuJWdD0G4z6BTnby1/s400/ritmo+3.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
Esperamos que les interese y esperamos sus comentarios...!!!</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/1228726508138324880/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2016/03/publicaciones-de-nuestros-trabajos-en.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/1228726508138324880'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/1228726508138324880'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2016/03/publicaciones-de-nuestros-trabajos-en.html' title='Publicaciones de nuestros trabajos en Rhuthmos '/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSnsDqmbll7jtTx_KnVRuMrjH0dTHf6chjMkLpU0l0x-5NR-DcuQ4kL6arvzZezZHP9V6DXAe5JfyIHjkQSRfkR5XOfd8UCRjrwiKWKQYSzmXwtmXN-dw99NkJiF9Kfd61cUF1o6NWAt1I/s72-c/ritmo+1.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-776572270067063449</id><published>2015-10-29T12:41:00.001-07:00</published><updated>2015-10-29T12:47:56.574-07:00</updated><title type='text'>Pascal Michon, Los Ritmos de lo Político. Un resumen en castellano.</title><content type='html'>Amigos, uno de nosotros, Aníbal Zorrilla, con la colaboración de los demás integrantes del equipo, está haciendo un resumen en castellano del libro de Pascal Michon, &quot;Les Rythmes du Politique. Démocratie et Capitalisme Mondialisé&quot;, del cual no hay traducción. La idea de este resumen es expresar 
las ideas que cada parte del libro desarrolla. No es un resumen académico, por lo cual no tiene citas textuales, ni 
tiene un lenguaje técnico preciso. El libro original en francés se puede descargar de &lt;b&gt;&lt;a class=&quot;spip_out&quot; href=&quot;http://classiques.uqac.ca/contemporains/michon_pascal/rythmes_du_politique/rythmes_du_politique.html&quot; rel=&quot;external&quot;&gt;este enlace&lt;/a&gt; &lt;/b&gt;y comprar &lt;b&gt;&lt;a class=&quot;spip_in&quot; href=&quot;http://rhuthmos.eu/spip.php?article12&quot;&gt;aquí&lt;/a&gt;.
 &lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Es un libro importante para la comprensión del fenómeno del ritmo en su dimensión política, social, antropológica y ética, además de que plantea ideas muy originales sobre el mundo del siglo XXI.&lt;br /&gt;
&lt;br /&gt;
El libro se basa en la idea de que &lt;i&gt;&quot;la mutación del capitalismo nos obliga a volver a pensar a fondo el 
problema de la democracia. Vivimos la paradoja de un mundo que es más 
fluido, más abierto y más libre que jamás ha sido. Pero también más 
dividido, más desigual y feroz que jamás lo ha sido. Para comprenderlo hay que adherir a la idea de que la política se 
inscribe en los cuerpos, el lenguaje y lo social, cuyos ritmos 
determina. Se ve entonces que los nuevos modos de dominación se 
experimentan a través de técnicas rítmicas fluidas que debilitan las 
fuerzas contestatarias, diluyen las resistencias y simplifican las 
formas de vida vaciándolas de su poder de actuar y de existir&quot;.&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span id=&quot;yui_3_16_0_1_1446135797044_49085&quot;&gt;El sitio Rhuthmos acaba de poner on-line la primera parte de este resumen, al que se puede acceder siguiendo&lt;b&gt; &lt;a href=&quot;http://rhuthmos.eu/spip.php?article1641#nh6&quot; target=&quot;_blank&quot;&gt;este enlace.&lt;/a&gt;&lt;/b&gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span id=&quot;yui_3_16_0_1_1446135797044_49085&quot;&gt;Hacia el final de esta parte hay una promesa que nos parece 
crucial, que es describir cómo pasar de los ritmos de la individuación a
 la individuación de los ritmos. Este tema tiene un 
aspecto morfológico insoslayable, y sospechamos que este aspecto morfológico debe de
 tener una relación íntima con el aspecto ético. En la relación entre el
 ritmo en el arte y el ritmo de los cuerpos/lenguajes creemos que acá 
puede estar la base de una conexión descriptible conceptualmente, y por 
lo tanto manejable, al alcance de una acción artística, política y 
ética.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span id=&quot;yui_3_16_0_1_1446135797044_49085&quot;&gt;&lt;br clear=&quot;none&quot; /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span id=&quot;yui_3_16_0_1_1446135797044_49085&quot;&gt;Esperamos que les interese y compartan sus ideas sobre este texto tan movilizador. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/776572270067063449/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2015/10/pascal-michon-los-ritmos-de-lo-politico.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/776572270067063449'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/776572270067063449'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2015/10/pascal-michon-los-ritmos-de-lo-politico.html' title='Pascal Michon, Los Ritmos de lo Político. Un resumen en castellano.'/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-662090202545980743</id><published>2015-10-16T09:57:00.000-07:00</published><updated>2015-10-16T09:57:04.744-07:00</updated><title type='text'>Seminario/Taller “Análisis Morfológico del Ritmo en la Danza”</title><content type='html'>&lt;span class=&quot;fsl&quot;&gt;Amigos, los invitamos a este nuevo Taller, ofercido por nuestro Equipo de Investigación sobre el Ritmo en la Danza, Prof. Melisa Galarce, Leticia Miramontes y Aníbal Zorrilla. &lt;br /&gt; &lt;br /&gt;&lt;span&gt; Inscripción vía e-mail a Oficina de Posgrado, movimiento.posgrado@una.ed&lt;/span&gt;&lt;wbr&gt;&lt;/wbr&gt;&lt;span class=&quot;word_break&quot;&gt;&lt;/span&gt;u.ar&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;fsl&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;fsl&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;fsl&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;fsl&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;fsl&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;fsl&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzpkkjN7JfboQWHBjLa1Miz6hUiaVp_rVrDLXwC4e8kEgHHIc9gxijbjYjFvRwS00-Hpikk4iIbC2bNrdsYQAcVbEm42E_gvfDNbEN1-Q23JKIOC7d_BoBZezrQR8gYCaKsrH-IgD-gpAH/s1600/grupos.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;258&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzpkkjN7JfboQWHBjLa1Miz6hUiaVp_rVrDLXwC4e8kEgHHIc9gxijbjYjFvRwS00-Hpikk4iIbC2bNrdsYQAcVbEm42E_gvfDNbEN1-Q23JKIOC7d_BoBZezrQR8gYCaKsrH-IgD-gpAH/s640/grupos.gif&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;span class=&quot;fsl&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;fsl&quot;&gt;El abordaje del ritmo en la danza está atravesado por una estructura 
conceptual que prioriza dimensiones numéricas y métricas en relación a 
otros componentes del fenómeno rítmico, lo que determina que la forma en
 que se lo concibe omita elementos que son muy importantes en su 
conformación. &lt;br /&gt; &lt;br /&gt; Una de las formas de superar esta situación es 
revalorizar los factores acentuales como generadores de formas rítmicas a
 partir del concepto de agrupamiento. Este enfoque posibilita una 
descripción morfológica que no ne&lt;span class=&quot;text_exposed_show&quot;&gt;cesita 
apoyarse en la repetición ni en la división proporcional de las 
duraciones, lo que permite un modo de empleo más amplio y abarcador en 
la enseñanza, la interpretación y la creación artística. &lt;br /&gt; &lt;br /&gt; El 
Seminario/Taller “Análisis Morfológico del Ritmo en la Danza” se propone
 como un ámbito de estudio de esta teoría de la estructura rítmica y 
para la práctica del análisis rítmico que parte de estos elementos. &lt;br /&gt; &lt;br /&gt;
 Está dirigido a la comunidad académica de nuestro Departamento en 
particular, pero es de interés la participación de estudiantes, artistas
 y profesionales independientes y de otras instituciones. &lt;br /&gt; &lt;br /&gt; El Seminario/Taller “Análisis Morfológico del Ritmo en la Danza” se ofrece de manera gratuita.&lt;br /&gt; &lt;br /&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;fsl&quot;&gt;&lt;span class=&quot;text_exposed_show&quot;&gt;Departamento de Artes del Movimiento, UNA. Sánchez de Loria 443, Buenos Aires&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;fsl&quot;&gt;&lt;span class=&quot;text_exposed_show&quot;&gt;Horario: días 17 y 31 de octubre y 7 de noviembre, de 11 a 15. Aula 220.&lt;/span&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/662090202545980743/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2015/10/seminariotaller-analisis-morfologico_16.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/662090202545980743'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/662090202545980743'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2015/10/seminariotaller-analisis-morfologico_16.html' title='Seminario/Taller “Análisis Morfológico del Ritmo en la Danza”'/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzpkkjN7JfboQWHBjLa1Miz6hUiaVp_rVrDLXwC4e8kEgHHIc9gxijbjYjFvRwS00-Hpikk4iIbC2bNrdsYQAcVbEm42E_gvfDNbEN1-Q23JKIOC7d_BoBZezrQR8gYCaKsrH-IgD-gpAH/s72-c/grupos.gif" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-8668908109165390297</id><published>2015-10-08T10:04:00.000-07:00</published><updated>2015-10-08T10:04:10.788-07:00</updated><title type='text'>I Encuentro de Equipos de Investigación, UNA </title><content type='html'>Amigos, nuestro equipo de investigación participa mañana a las 14.30 en estas Jornadas. Adjunto el enlace al 
programa, los esperamos...!!!&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfatQD2HKeiYjOXnMLsrXfkl4zl9_y21dAqjRFvndUpDFYcWpE-xhq_obLiWw0S269iZ6ZTeXzvPrYFXq24C34_j2kUlGSYnHEsO7CFRc5BOQKRzr9nEGSocRo7Qsh0FP8Hx-nj0E2D09r/s1600/top01-re.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;124&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfatQD2HKeiYjOXnMLsrXfkl4zl9_y21dAqjRFvndUpDFYcWpE-xhq_obLiWw0S269iZ6ZTeXzvPrYFXq24C34_j2kUlGSYnHEsO7CFRc5BOQKRzr9nEGSocRo7Qsh0FP8Hx-nj0E2D09r/s640/top01-re.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
Tal como realizara en años anteriores, la Secretaría de Investigación y 
Posgrado de la Universidad ha dispuesto un espacio de intercambio que ha
 demostrado el fortalecimiento mutuo así como el debate acerca de 
mecanismos de articulación entre Arte, Ciencia y Tecnología. Por ello 
este año junto a las III Jornadas de Becarios, Tesistas y Graduados se 
suma el I Encuentro de Equipos de Investigación a realizarse entre el &lt;b&gt;5 y 9 de octubre de 2015&amp;nbsp;&lt;/b&gt;&lt;b&gt;en la sede del Área Trandepartamental de Formación Docente, Bolivar 1674.&lt;/b&gt;        &lt;br /&gt;
&lt;br /&gt;
Con la convicción de que es indispensable para todos los
 investigadores en formación el intercambio entre pares y la difusión de
 los trabajos que desarrollan&amp;nbsp; en la universidad estas III Jornadas y el
 I Encuentro de equipos de investigación constituyen un ámbito que 
propicia la promoción y difusión de la investigación en la Universidad.&lt;br /&gt;
&lt;br /&gt;
Se convoca a todos los becarios, tesistas y graduados de grado y 
posgrado , así como a los equipos de investigación de la Universidad a 
presentar sus avances y/o resultados de investigación en las III 
Jornadas de Becarios, Tesistas y Graduados y&amp;nbsp; I Encuentro de equipos de 
investigación de la UNA.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://drive.google.com/file/d/0B3mYRWUIGcJwdHB4aWE2OGl1alU/view?usp=sharing&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;Programa&lt;/b&gt;&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/8668908109165390297/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2015/10/i-encuentro-de-equipos-de-investigacion.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/8668908109165390297'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/8668908109165390297'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2015/10/i-encuentro-de-equipos-de-investigacion.html' title='I Encuentro de Equipos de Investigación, UNA '/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfatQD2HKeiYjOXnMLsrXfkl4zl9_y21dAqjRFvndUpDFYcWpE-xhq_obLiWw0S269iZ6ZTeXzvPrYFXq24C34_j2kUlGSYnHEsO7CFRc5BOQKRzr9nEGSocRo7Qsh0FP8Hx-nj0E2D09r/s72-c/top01-re.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-581429573358159158</id><published>2015-10-01T11:21:00.002-07:00</published><updated>2015-10-01T15:14:58.951-07:00</updated><title type='text'>Seminario/Taller “Análisis Morfológico del Ritmo en la Danza” </title><content type='html'>&lt;span class=&quot;fsl&quot;&gt;Amigos, los invito a nuestro Seminario/Taller.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;img border=&quot;0&quot; height=&quot;129&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZIlLhwtVPoyx23rFpEivTdwRXSJXO8JRBMY6GrXrzt63cRL4fm2GqqFGz65ui7HrzvbRk62hDGd1EEHKw_p2mIOgq5hqB3YHmVXAmxoPeI9MkedxbOtxej9jRX1S3c7GAkVXkeun88yYc/s320/grupos.gif&quot; width=&quot;320&quot; /&gt;&lt;/div&gt;
&lt;span class=&quot;fsl&quot;&gt;Ofrecido por el Equipo de Investigación sobre el Ritmo en la Danza, Prof. Melisa Galarce, Leticia Miramontes y Aníbal Zorrilla. &lt;br /&gt; &lt;br /&gt;
 El abordaje del ritmo en la danza está atravesado por una estructura 
conceptual que prioriza dimensiones numéricas y métricas en relación a 
otros componentes del fenómeno rítmico, lo que determina que la forma en
 que se lo concibe omita elementos que son muy importantes en su 
conformación. &lt;br /&gt; &lt;br /&gt; Una de las formas de superar esta situación es 
revalorizar los factores acentuales como generadores de formas rítmicas a
 partir del concepto de agrupamiento. Este enfoque posibilita una 
descripción morfológica que no necesita apoyarse en la repetición ni en 
la división proporcional de las duracio&lt;span class=&quot;text_exposed_show&quot;&gt;nes, lo que permite un modo de empleo más amplio y abarcador en la enseñanza, la interpretación y la creación artística. &lt;br /&gt; &lt;br /&gt;
 El Seminario/Taller “Análisis Morfológico del Ritmo en la Danza” se 
propone como un ámbito de estudio de esta teoría de la estructura 
rítmica y para la práctica del análisis rítmico que parte de estos 
elementos. &lt;br /&gt; &lt;br /&gt; Está dirigido a la comunidad académica de nuestro 
Departamento en particular, pero es de interés la participación de 
estudiantes, artistas y profesionales independientes y de otras 
instituciones. &lt;br /&gt; &lt;br /&gt; El Seminario/Taller “Análisis Morfológico del Ritmo en la Danza” se ofrece de manera gratuita en &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;fsl&quot;&gt;&lt;span class=&quot;text_exposed_show&quot;&gt;la sede del Departamento de Artes del Movimiento de la UNA&lt;/span&gt;&lt;/span&gt;, Sánchez de Loria 443, Buenos Aires&lt;br /&gt;
&lt;br /&gt;
Inscripción vía e-mail a Oficina de Posgrado, movimiento.posgrado@una.edu.ar &lt;br /&gt;
&lt;span class=&quot;fsl&quot;&gt;&lt;span class=&quot;text_exposed_show&quot;&gt; &lt;br /&gt; Horario: días 17 y 31 de octubre y 7 de noviembre, de 11 a 15. Aula 220.&lt;/span&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/581429573358159158/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2015/10/seminariotaller-analisis-morfologico.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/581429573358159158'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/581429573358159158'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2015/10/seminariotaller-analisis-morfologico.html' title='Seminario/Taller “Análisis Morfológico del Ritmo en la Danza” '/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZIlLhwtVPoyx23rFpEivTdwRXSJXO8JRBMY6GrXrzt63cRL4fm2GqqFGz65ui7HrzvbRk62hDGd1EEHKw_p2mIOgq5hqB3YHmVXAmxoPeI9MkedxbOtxej9jRX1S3c7GAkVXkeun88yYc/s72-c/grupos.gif" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-2183655493266506284</id><published>2015-07-25T15:40:00.001-07:00</published><updated>2015-07-25T15:41:04.432-07:00</updated><title type='text'>Primeras Jornadas Internacionales sobre el Ritmo en las Artes &quot;...A Tiempo y No&quot;</title><content type='html'>&lt;div class=&quot;font_8&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiboNSNWGZkn_hfwTucYx1jpyrKVBj_FTKpUrIPlrJpzvAS-CsnhcEq_NkVaAVRD1_TqcBVKH27XJEWVarEQvZKR5bRvnKt85YQCyLM00-IuoQQhZzcUni4jUAeMFduOdu7ZMYvBahbhMEv/s1600/poster_JIRA.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiboNSNWGZkn_hfwTucYx1jpyrKVBj_FTKpUrIPlrJpzvAS-CsnhcEq_NkVaAVRD1_TqcBVKH27XJEWVarEQvZKR5bRvnKt85YQCyLM00-IuoQQhZzcUni4jUAeMFduOdu7ZMYvBahbhMEv/s640/poster_JIRA.jpg&quot; width=&quot;459&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
El ritmo es un fenómeno complejo en su comprensión y 
en su dimensión por lo cual se hace de suma importancia en nuestro 
discurso artístico conocer los conceptos, las herramientas, corrientes 
de análisis y producción existentes.&amp;nbsp;Estas Jornadas apuntan a la 
creación de un espacio&amp;nbsp;específicopara el estudio, investigación y 
experimentación del ritmo, considerándolo como una disciplina 
autónoma&amp;nbsp;que atraviesa a las Artes&amp;nbsp;en todas sus manifestaciones.&amp;nbsp;Un 
encuentro internacional para generar conocimiento y actividades de 
transferencia.&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
El&amp;nbsp;encuentro&amp;nbsp;está&amp;nbsp;enmarcado dentro de las&amp;nbsp;actividades 
de extensión de la cátedra de&amp;nbsp;Rítmica&amp;nbsp;musical I y II&amp;nbsp;&amp;nbsp;de la Prof. Carla 
Fonseca quien ha&amp;nbsp;invitado a investigadores de otros claustros 
y&amp;nbsp;también&amp;nbsp;a &amp;nbsp;docentes de&amp;nbsp;otros&amp;nbsp;departamentos de la U.N.A a participar de
 este espacio de acción y reflexión.&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
Este año,&amp;nbsp;además,&amp;nbsp;se conmemora&amp;nbsp;el 150 aniversario&amp;nbsp;del 
nacimiento de Emile Jaques-Dalcroze, creador de la&amp;nbsp;Rítmica,&amp;nbsp;por lo cual 
se&amp;nbsp;han sumado a este evento&amp;nbsp;profesores y&amp;nbsp;artistas &amp;nbsp;del 
extranjero&amp;nbsp;interesados&amp;nbsp;por la trayectoria y continuidad de 
esta&amp;nbsp;metodología&amp;nbsp;en la formación y entrenamiento&amp;nbsp;rítmico&amp;nbsp;de los 
estudiantes de nuestro&amp;nbsp;Departamento.&lt;/div&gt;
&lt;div class=&quot;font_7&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;font_7&quot;&gt;
I&amp;nbsp;JORNADAS&amp;nbsp;INTERNACIONALES SOBRE EL RITMO EN&amp;nbsp;LAS&amp;nbsp;ARTES (&amp;nbsp;JIRA&amp;nbsp;2015)&lt;/div&gt;
&lt;div class=&quot;font_7&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;font_7&quot;&gt;
&lt;span style=&quot;font-style: italic;&quot;&gt;&quot;…&amp;nbsp;A tiempo,&amp;nbsp;y&amp;nbsp;no&quot;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
&amp;nbsp;&amp;nbsp;

&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
Cómo pensar el ritmo en su función performática, musical, visual y didáctica.&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
&amp;nbsp;&amp;nbsp;

&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
Estas Jornadas tienen&amp;nbsp;como objetivo generar campos de 
experiencia&amp;nbsp;y&amp;nbsp;espacios de&amp;nbsp;discusión, &amp;nbsp;reflexión, acción&amp;nbsp;&amp;nbsp;y vinculación 
en torno al acontecimiento rítmico.&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
&lt;br /&gt;
Invitamos a pensar al ritmo como elemento&amp;nbsp;común&amp;nbsp;entre las artes,&amp;nbsp;susceptible de un abordaje&amp;nbsp;inter, trans y&amp;nbsp;multidisciplinario.&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
&lt;br /&gt;
&lt;a href=&quot;http://dramaticas.una.edu.ar/agenda/2854-i-jornadas-internacionales-el-ritmo-en-las-artes-j-i-r-a-2015&quot; target=&quot;_blank&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
Las Jornadas en la página del Departamento&amp;nbsp; &lt;a href=&quot;http://dramaticas.una.edu.ar/agenda/2854-i-jornadas-internacionales-el-ritmo-en-las-artes-j-i-r-a-2015&quot; target=&quot;_blank&quot;&gt;AQUÍ&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
El sitio web de las Jornadas &lt;a href=&quot;http://ritmoenlasartes.wix.com/inicio&quot; target=&quot;_blank&quot;&gt;AQUÍ&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
Destinado&amp;nbsp;a:&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
Comunidad académica&amp;nbsp;de la U.N.A. en especial.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
Docentes y estudiantes de distintas disciplinas artísticas.&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
Artistas, críticos de arte,&amp;nbsp;teóricos del arte, público interesado en general.&lt;/div&gt;
&lt;div class=&quot;font_7&quot; style=&quot;line-height: 1.3em;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;font_7&quot; style=&quot;line-height: 1.3em;&quot;&gt;
Comité organizador&lt;/div&gt;
&lt;div class=&quot;font_8&quot; style=&quot;line-height: 1.3em;&quot;&gt;
&lt;span style=&quot;line-height: 1.3em;&quot;&gt;&lt;span style=&quot;color: color_0;&quot;&gt;​&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
Prof. Carla Fonseca&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
Prof. Melisa Galarce

&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
Prof. Leticia Miramontes&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
Prof. Anibal Zorrilla&lt;span id=&quot;goog_623562798&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_623562799&quot;&gt;&lt;/span&gt; &lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
Juan Francisco Barón&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
Virginia Capiello&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
Pablo Luis Mounier&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
&lt;span style=&quot;font-family: &#39;open sans&#39;, sans-serif; font-size: 13px; line-height: normal;&quot;&gt;Rodrigo París&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
&lt;span style=&quot;font-family: &#39;open sans&#39;, sans-serif; font-size: 13px; line-height: normal;&quot;&gt;Natalia Quiroga&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
Carolina Wolf&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;font_7&quot;&gt;
Universidad Nacional de las Artes - Departamento de Artes Dramáticas&lt;/div&gt;
&lt;div class=&quot;font_7&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
Rectora UNA Prof. Sandra Torlucci&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
Vicerrector UNA Lic. Julio García Cánepa&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
Decano del Departamento de Arte Dramatico Prof. Gerardo Camilleti&lt;/div&gt;
&lt;div class=&quot;font_8&quot;&gt;
Secretaria Académica Prof. Teresa Sarrail&lt;br /&gt;
Prosecretario Académico Prof. Marcelo Velázquez&lt;br /&gt;
Secretario Administrativo Dr. Lucas Tambornini&lt;br /&gt;
Secretario de Extensión Cultural y Bienestar Estudiantil Prof. Luciano Suardi&lt;br /&gt;
Diseñadora de Programación Secretaría de Extensión Cultural y Bienestar Estudiantil Prof. Tatiana Sandoval&lt;br /&gt;
Secretaria de Investigación y Posgrado Dra. Liliana B. López&lt;br /&gt;
Prosecretaria de Investigación y Posgrado Prof. Silvana Franco&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGh3yefEmfHkEEgefr2SdWsRGAXspGSyE5cq2hFZEWHnAJhuodbi4x9gQKgM-BHMrVQX1eZSNfCwGQOAj1OR-wAZx-p8PzK0I09BdAZN0UAQfslPf29ufbelXgAlg68dHo_qnP8Y9NgJKN/s1600/Logo_JIRA-01+%25282%2529.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGh3yefEmfHkEEgefr2SdWsRGAXspGSyE5cq2hFZEWHnAJhuodbi4x9gQKgM-BHMrVQX1eZSNfCwGQOAj1OR-wAZx-p8PzK0I09BdAZN0UAQfslPf29ufbelXgAlg68dHo_qnP8Y9NgJKN/s320/Logo_JIRA-01+%25282%2529.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/2183655493266506284/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2015/07/primeras-jornadas-internacionales-sobre.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/2183655493266506284'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/2183655493266506284'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2015/07/primeras-jornadas-internacionales-sobre.html' title='Primeras Jornadas Internacionales sobre el Ritmo en las Artes &quot;...A Tiempo y No&quot;'/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiboNSNWGZkn_hfwTucYx1jpyrKVBj_FTKpUrIPlrJpzvAS-CsnhcEq_NkVaAVRD1_TqcBVKH27XJEWVarEQvZKR5bRvnKt85YQCyLM00-IuoQQhZzcUni4jUAeMFduOdu7ZMYvBahbhMEv/s72-c/poster_JIRA.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-338756356814835803</id><published>2014-11-22T07:47:00.002-08:00</published><updated>2014-11-22T07:47:36.273-08:00</updated><title type='text'>Nuevos trabajos</title><content type='html'>Amigos, acabo de subir los nuevos trabajos de nuestro equipo de investigación, están en la barra derecha en el apartado&lt;i&gt; Trabajos de nuestro equipo de investigación.&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
Son dos: &lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://drive.google.com/file/d/0B3mYRWUIGcJwYnZKUFFvX25pZWM/view?usp=sharing&quot;&gt;El ritmo en el arte: individuación,  subjetividad y norma&lt;/a&gt;, con Leticia Miramontes.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://drive.google.com/file/d/0B3mYRWUIGcJwOEE0Qm9Mc1VYc2M/view?usp=sharing&quot;&gt;El Docente como Gestor Rítmico&lt;/a&gt;, con Leticia Mir&lt;i&gt;amontes.&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;&lt;br /&gt;
&lt;/i&gt;Esperamos que les interesen...!!!&amp;nbsp;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/338756356814835803/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2014/11/nuevos-trabajos.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/338756356814835803'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/338756356814835803'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2014/11/nuevos-trabajos.html' title='Nuevos trabajos'/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-4742494848021650953</id><published>2014-11-17T18:15:00.001-08:00</published><updated>2014-11-17T18:16:16.358-08:00</updated><title type='text'>Nuestra ponencia en el Congreso Internacional de Arte de la UNA</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;ES&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;--&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;false&quot;
  DefSemiHidden=&quot;false&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;371&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;footnote text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;header&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;footer&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;table of figures&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;envelope address&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;envelope return&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;footnote reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;line number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;page number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;endnote reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;endnote text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;table of authorities&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;macro&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;toa heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Closing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Signature&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Message Header&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Salutation&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Date&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text First Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text First Indent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Note Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Block Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Hyperlink&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;FollowedHyperlink&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Document Map&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Plain Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;E-mail Signature&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Top of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Bottom of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal (Web)&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Acronym&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Address&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Cite&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Code&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Definition&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Keyboard&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Preformatted&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Sample&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Typewriter&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Variable&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal Table&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation subject&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;No List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Contemporary&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Elegant&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Professional&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Balloon Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Theme&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; QFormat=&quot;true&quot;
   Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;41&quot; Name=&quot;Plain Table 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;42&quot; Name=&quot;Plain Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;43&quot; Name=&quot;Plain Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;44&quot; Name=&quot;Plain Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;45&quot; Name=&quot;Plain Table 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;40&quot; Name=&quot;Grid Table Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;Grid Table 1 Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot; Name=&quot;Grid Table 6 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot; Name=&quot;Grid Table 7 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;List Table 1 Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot; Name=&quot;List Table 6 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot; Name=&quot;List Table 7 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 6&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Tabla normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin:0cm;
 mso-para-margin-bottom:.0001pt;
 mso-pagination:widow-orphan;
 font-size:10.0pt;
 font-family:&quot;Times New Roman&quot;,&quot;serif&quot;;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;ES-AR&quot; style=&quot;color: black; font-size: 11pt; line-height: 150%;&quot;&gt;La Lic. Leticia Miramontes y el Prof. Aníbal Zorrilla presentaremos la 
ponencia  &quot;El Ritmo en el Arte, Individuación, Subjetividad y Norma&quot;. Es
 el &lt;span class=&quot;yiv7245423712&quot; id=&quot;yiv7245423712yui_3_16_0_1_1415795485113_5974&quot;&gt;jueves 20 a las 1&lt;span style=&quot;font-family: inherit;&quot;&gt;5&lt;/span&gt; en &lt;/span&gt;el Anexo “A” de la Cámara de Diputados de la Nación, Riobamba 25. CABA. Toda la programación está en &lt;a href=&quot;http://congresointernacionaldeartes.iuna.edu.ar/&quot; target=&quot;_parent&quot;&gt;este enlace.&amp;nbsp; &lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormalCxSpFirst&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormalCxSpFirst&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;ES-AR&quot; style=&quot;color: black; font-size: 11pt; line-height: 150%;&quot;&gt;&lt;b&gt;Resumen: &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormalCxSpFirst&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormalCxSpFirst&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;ES-AR&quot; style=&quot;color: black; font-size: 11pt; line-height: 150%;&quot;&gt;La concepción dominante en ámbitos
artísticos y académicos del ritmo está atravesada por una definición que
prioriza aspectos numéricos como la repetición, la duración y la división
proporcional del tiempo y los acontecimientos, la sobrevaloración de los aspectos
métricos en relación a otros componentes del fenómeno rítmico, además de una
obsoleta teorización mono-disciplinar por la cual se lo piensa como si fuera un
fenómeno cuyas características no son comparables en sus manifestaciones en
distintas disciplinas. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;

&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormalCxSpMiddle&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;ES-AR&quot; style=&quot;color: black; font-size: 11pt; line-height: 150%;&quot;&gt;Pero existen otras concepciones del ritmo
que priorizan los dinámicos y morfológicos y hay conceptos teóricos que
permiten manejar y formalizar aspectos que están más allá de la métrica. La
primera forma de ver el ritmo está por lo tanto permeada por una concepción
normativa, en la cual el ritmo es un modelo al cual el sujeto se debe amoldar,
y según la cual el estudio del ritmo en el arte consiste en aprender a
realizarlo correctamente. La idea del ritmo que surge de esta investigación
coloca al sujeto en el centro de la experiencia rítmica como actor y creador, y
a esta experiencia como una manifestación de su subjetividad, su individuación
y su realización como individuo en el mundo.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/4742494848021650953/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2014/11/nuestra-ponencia-en-el-congreso_17.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/4742494848021650953'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/4742494848021650953'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2014/11/nuestra-ponencia-en-el-congreso_17.html' title='Nuestra ponencia en el Congreso Internacional de Arte de la UNA'/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-8771124336638499628</id><published>2014-11-12T08:40:00.001-08:00</published><updated>2014-11-12T08:40:21.825-08:00</updated><title type='text'>Presentación en el  Departamento de Artes Dramáticas de la UNA</title><content type='html'>Amigos, el viernes 14 de noviembre a las 16:30 hs. tendrá lugar, en el aula 17 
de la sede French 3614, una clase titulada “El ritmo en el arte, un 
abordaje autónomo y multidisciplinario”, a cargo de dos de nosotros, Leticia Miramontes y
 Aníbal Néstor Zorrilla. El evento se encuentra dentro del marco de las 
actividades de extensión de la cátedra Foseca, Rítimica I y II del 
Departamento de Artes Dramáticas de la UNA. Agradecemos a la Prof. Carla Fonseca tan valiosa invitación. Les copio el anuncio que está en la&lt;b&gt; &lt;a href=&quot;http://dramaticas.iuna.edu.ar/agenda/2604-clase-de-extension-de-catedra-ritmica-fonseca-a-cargo-de-leticia-miramontes-y-anibal-nestor-zorrilla&quot; target=&quot;_blank&quot;&gt;página del Departamento, aquí. &lt;/a&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;h1 id=&quot;yui_3_16_0_1_1415795485113_40086&quot; style=&quot;color: #f08b1d; font-family: Georgia, Arial; font-size: 22px; font-weight: normal; margin: 0px; padding: 0px;&quot;&gt;
Clase de Extensión de cátedra Rítmica Fonseca a cargo de Leticia Miramontes y Aníbal Néstor Zorrilla&lt;/h1&gt;
&lt;br clear=&quot;none&quot; style=&quot;color: #666666; font-family: Arial; font-size: 11px; margin: 0px; padding: 0px;&quot; /&gt;&lt;h3 id=&quot;yui_3_16_0_1_1415795485113_40088&quot; style=&quot;color: black; font-family: Arial; font-size: 10px; margin: 0px; padding: 0px;&quot;&gt;
Artes Dramáticas | 14.11.2014, a las 16:30&lt;span style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;hs.&amp;nbsp;&lt;/span&gt;&lt;/h3&gt;
&lt;h3 id=&quot;yui_3_16_0_1_1415795485113_40093&quot; style=&quot;color: black; font-family: Arial; font-size: 10px; margin: 0px; padding: 0px;&quot;&gt;
French 3614. Ciudad Autónoma de Buenos Aires&lt;/h3&gt;
&lt;br clear=&quot;none&quot; style=&quot;color: #666666; font-family: Arial; font-size: 11px; margin: 0px; padding: 0px;&quot; /&gt;El
 viernes 14 de noviembre a las 16:30 hs. tendrá lugar, en el aula 17 de 
la sede French 3614, una clase titulada “El ritmo en el arte, un 
abordaje autónomo y multidisciplinario”, a cargo de Leticia Miramontes y
 Aníbal Néstor Zorrilla. El evento se encuentra dentro del marco de las 
actividades de extensión de la cátedra Foseca, Rítimica I y II del 
Departamento de Artes Dramáticas de la UNA. Actividad gratuita.&lt;br clear=&quot;none&quot; style=&quot;margin: 0px; padding: 0px;&quot; /&gt;&lt;br clear=&quot;none&quot; style=&quot;margin: 0px; padding: 0px;&quot; /&gt;El
 ritmo se presenta en el arte como un fenómeno de características 
propias, para cuyo abordaje en cada lenguaje artístico no parecen 
suficientes los conceptos y las herramientas empleados en el marco de 
otras disciplinas. Es necesario desarrollar un conjunto de conceptos 
propios del ritmo como disciplina autónoma, para su empleo en cada 
contexto en el que aparece, en el análisis, la enseñanza y la creación 
artística.&lt;br clear=&quot;none&quot; style=&quot;margin: 0px; padding: 0px;&quot; /&gt;&lt;br clear=&quot;none&quot; style=&quot;margin: 0px; padding: 0px;&quot; /&gt;El
 Equipo de Investigación dirigido por la Dra. Perla Zayas de Lima e 
integrado por los Prof. Claudia Barretta, Leticia Miramontes y Aníbal 
Zorrilla está trabajando en el desarrollo de conceptos sobre el ritmo en
 el arte, y su aplicación al análisis, a la creación artística, la 
enseñanza, la crítica y la teoría del arte.&lt;br clear=&quot;none&quot; style=&quot;margin: 0px; padding: 0px;&quot; /&gt;&lt;br clear=&quot;none&quot; style=&quot;margin: 0px; padding: 0px;&quot; /&gt;Esta
 aproximación a la problemática permitió a los investigadores 
desarrollar un método de análisis rítmico basado en conceptos simples, 
propios del ritmo como disciplina autónoma, de aplicación multi y/o 
interdisciplinaria. El método se reveló muy útil al aplicar los 
conceptos del ritmo de manera estructurada y orgánica al análisis y la 
creación artística, con el fin de esclarecer el rol de los fenómenos 
rítmicos como factor de conformación y organización interna, como vía de
 participación del público en la obra y como elemento estructural del 
estilo y la creación de sentido en el arte.&lt;br clear=&quot;none&quot; style=&quot;margin: 0px; padding: 0px;&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/8771124336638499628/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2014/11/presentacion-en-el-departamento-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/8771124336638499628'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/8771124336638499628'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2014/11/presentacion-en-el-departamento-de.html' title='Presentación en el  Departamento de Artes Dramáticas de la UNA'/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-432438720302685835</id><published>2014-11-06T11:16:00.004-08:00</published><updated>2014-11-06T11:17:22.169-08:00</updated><title type='text'>1º Congreso Internacional de Artes Revueltas del Arte. Universidad Nacional de las Artes</title><content type='html'>Amigos, la Prof. Leticia Miramontes y el Prof. Aníbal Zorrilla van a participar del 1º Congreso Internacional de Artes Revueltas del Arte, organizado por la Universidad Nacional de las Artes. La ponencia se titula &quot;El Ritmo en el Arte, Individuación, Subjetividad y Norma&quot;. Cuando tengamos la fecha, el horaio y el lugar lo publicaremos aquí. &lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;http://www.iuna.edu.ar/imagen/newsletters/rectorado/header-mailing-una.gif&quot; id=&quot;yui_3_16_0_1_1415295538103_16270&quot; /&gt;&lt;br /&gt;
&lt;table align=&quot;center&quot; border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; id=&quot;yui_3_16_0_1_1415295538103_16274&quot; style=&quot;width: 600px;&quot;&gt;&lt;tbody id=&quot;yui_3_16_0_1_1415295538103_16273&quot;&gt;
&lt;tr id=&quot;yui_3_16_0_1_1415295538103_16330&quot;&gt;&lt;td id=&quot;yui_3_16_0_1_1415295538103_16329&quot; style=&quot;color: #333333; color: black; font-family: Arial, Helvetica, sans-serif; font-size: 12px;&quot;&gt;&lt;div id=&quot;yui_3_16_0_1_1415295538103_16328&quot;&gt;
&lt;span id=&quot;yui_3_16_0_1_1415295538103_18748&quot; style=&quot;color: #00477f; font-family: Georgia, &#39;Times New Roman&#39;, Times, serif; font-size: 22px; padding-bottom: 20px;&quot;&gt;       &lt;br /&gt;
            1º Congreso Internacional de Artes Revueltas del Arte.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Este primer congreso apunta a consolidar un espacio de 
visibilización de la investigación desde las artes poniendo el foco en 
las siguientes áreas:&lt;/div&gt;
&lt;div id=&quot;yui_3_16_0_1_1415295538103_16328&quot;&gt;
&lt;br /&gt;
- Arte, Ciencia y Tecnología: Articulaciones&lt;br /&gt;
- Arte y Transformación Social&lt;br /&gt;
- Traducciones, diálogos y fronteras del arte  &lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;color: #00477f; font-size: 12px; font-weight: bold;&quot;&gt;Resultados de la evaluación de abstracts&lt;/span&gt;&lt;br /&gt;
A partir de dichos focos, el Comité Académico ha realizado 
la selección de las ponencias que integrarán las distintas mesas del 
presente congreso. &lt;br /&gt;
&lt;br /&gt;
Les solicitamos visitar el siguiente link &lt;a href=&quot;http://www.iuna.edu.ar/congresos/congresointernacionaldeartes/archivos/2014-re-congreso-artes-grilla-expositores.pdf&quot; id=&quot;yui_3_16_0_1_1415295538103_16332&quot; rel=&quot;nofollow&quot; style=&quot;text-decoration: none;&quot; target=&quot;_blank&quot;&gt;&lt;span id=&quot;yui_3_16_0_1_1415295538103_16331&quot; style=&quot;color: #005496;&quot;&gt;Listado de ponencias aprobadas por el Comité Académico&lt;/span&gt;&lt;/a&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Más información&lt;/b&gt;&lt;br /&gt;
&lt;a href=&quot;http://congresointernacionaldeartes.iuna.edu.ar/&quot; rel=&quot;nofollow&quot; style=&quot;color: #00477f; text-decoration: none;&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: #005496;&quot;&gt;www.congresointernacionaldeartes.iuna.edu.ar&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Consultas&lt;/b&gt;&lt;br /&gt;
&lt;a href=&quot;mailto:congresodearte@iuna.edu.ar&quot; rel=&quot;nofollow&quot; style=&quot;color: #00477f; text-decoration: none;&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: #005496;&quot;&gt;congresodearte@iuna.edu.ar&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/432438720302685835/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2014/11/1-congreso-internacional-de-artes.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/432438720302685835'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/432438720302685835'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2014/11/1-congreso-internacional-de-artes.html' title='1º Congreso Internacional de Artes Revueltas del Arte. Universidad Nacional de las Artes'/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-5698338989449463872</id><published>2014-10-29T09:28:00.004-07:00</published><updated>2014-10-29T09:28:30.096-07:00</updated><title type='text'>El ritmo en el arte: individuación, subjetividad y norma. </title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
La 
concepción dominante en ámbitos artísticos y académicos del ritmo está 
dominada por una definición que prioriza aspectos numéricos como la 
repetición, la duración y la división proporcional del tiempo y los 
acontecimientos, la sobrevaloración de los aspectos métricos en relación
 a otros componentes del fenómeno rítmico y un abordaje enmarcado en el 
modelo estímulo-respuesta, además de una obsoleta teorización mono-&lt;span class=&quot;text_exposed_show&quot;&gt;disciplinar
 por la cual se lo piensa como si fuera un fenómeno cuyas 
características no son comparables en sus manifestaciones en distintas 
disciplinas.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;text_exposed_show&quot; style=&quot;text-align: justify;&quot;&gt;
 Frente a este
 estado de cosas el resultado de nuestra investigación, llevada adelante
 en el Departamento de Artes del Movimiento mediante la realización de 
cuatro Proyectos de Investigación acreditados en IUNA desde el año 2007,
 muestra que existen otras concepciones del ritmo que no priorizan los 
aspectos numéricos sino los dinámicos y morfológicos, y que hay 
conceptos teóricos que permiten manejar estos otros aspectos sin 
necesidad de recurrir al número, por lo cual es posible reevaluar la 
importancia de los fenómenos métricos e incluir, conceptualizar y 
formalizar aspectos que están más allá de éstos. También, frente al 
modelo estímulo-respuesta se postula la idea de que el ritmo siempre es 
una acción del sujeto que participa de la experiencia rítmica. Por lo 
tanto es posible un abordaje multi, inter y transdisciplinario que 
reconoce fenómenos rítmicos comparables en diferentes disciplinas. Esta 
concepción dinámico-morfológica tiene profundos efectos en la enseñanza,
 la interpretación y el análisis del ritmo en el arte.&lt;br /&gt;
&lt;br /&gt;
 La 
primera forma de ver el ritmo está por lo tanto permeada por una 
concepción normativa, en la cual el ritmo es un modelo al cual el sujeto
 se debe amoldar, y según la cual el estudio del ritmo en el arte 
consiste en aprender a realizarlo correctamente. La idea del ritmo que 
surge de nuestra investigación coloca al sujeto en el centro de la 
experiencia rítmica como actor y creador, y a ésta experiencia como una 
manifestación de su subjetividad, su individuación y su realización como
 individuo en el mundo.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/5698338989449463872/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2014/10/el-ritmo-en-el-arte-individuacion.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/5698338989449463872'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/5698338989449463872'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2014/10/el-ritmo-en-el-arte-individuacion.html' title='El ritmo en el arte: individuación, subjetividad y norma. '/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-837727517997094533</id><published>2014-07-24T13:38:00.001-07:00</published><updated>2014-07-24T13:38:37.557-07:00</updated><title type='text'></title><content type='html'>&lt;iframe src=&quot;//www.slideshare.net/slideshow/embed_code/37334475&quot; width=&quot;427&quot; height=&quot;356&quot; frameborder=&quot;0&quot; marginwidth=&quot;0&quot; marginheight=&quot;0&quot; scrolling=&quot;no&quot; style=&quot;border:1px solid #CCC; border-width:1px; margin-bottom:5px; max-width: 100%;&quot; allowfullscreen&gt; &lt;/iframe&gt; &lt;div style=&quot;margin-bottom:5px&quot;&gt; &lt;strong&gt; &lt;a href=&quot;https://www.slideshare.net/anibalzorrilla/presentacin-1-37334475&quot; title=&quot;El Ritmo en el Arte&quot; target=&quot;_blank&quot;&gt;El Ritmo en el Arte&lt;/a&gt; &lt;/strong&gt; from &lt;strong&gt;&lt;a href=&quot;http://www.slideshare.net/anibalzorrilla&quot; target=&quot;_blank&quot;&gt;Aníbal Zorrilla&lt;/a&gt;&lt;/strong&gt; &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/837727517997094533/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2014/07/el-ritmo-en-el-arte.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/837727517997094533'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/837727517997094533'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2014/07/el-ritmo-en-el-arte.html' title=''/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-3956529695819302549</id><published>2014-07-17T09:30:00.001-07:00</published><updated>2014-07-17T09:30:07.720-07:00</updated><title type='text'>Nuestro Seminario en la Escuela de Directores de la UNCUYO</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Amigos, &lt;b&gt;les informamos que vamos a estar dando un Seminario/Taller en Mendoza, &lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
en el marco del Programa de Perfeccionamiento sobre Direccion Teatral cogestionado por 
las carreras de artes del espectaculo de FAD.UNCUYO y el INT MENDOZA.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
El sitio de la Escuela de Directores está &lt;b&gt;&lt;a href=&quot;http://www.fad.uncu.edu.ar/mobil/novedad/escuela-de-directores&quot; target=&quot;_blank&quot;&gt;aquí&lt;/a&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVZKxd5o23hsB5M0lQyap_e92ox2fMOWJ7RXYv1imYUPmucbGvuyGTG1jKLHX3T9jfLzaFllofVFCIAWNehhsd8KQWRADrv14TGwT75trcS0UUi1EWMsegQ9b9WU3pGcfO-vMjNl-lhDw2/s1600/AFICHE-ESCUELA-DIRECTORES-afiche.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVZKxd5o23hsB5M0lQyap_e92ox2fMOWJ7RXYv1imYUPmucbGvuyGTG1jKLHX3T9jfLzaFllofVFCIAWNehhsd8KQWRADrv14TGwT75trcS0UUi1EWMsegQ9b9WU3pGcfO-vMjNl-lhDw2/s1600/AFICHE-ESCUELA-DIRECTORES-afiche.jpg&quot; height=&quot;640&quot; width=&quot;473&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Sábado 26, de 9 a 13 hs y de 15
a 19 hs&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Domingo 27, de 10 a 14 hs&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;b&gt;&quot;&lt;/b&gt;El Ritmo en el Arte,&lt;/b&gt;&lt;b&gt; un Análisis Autónomo y
Multidisciplinario&quot;&lt;/b&gt;

Coordinan: &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Leticia
Miramontes&lt;/b&gt;&lt;b&gt;&amp;nbsp; &lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Docente Investigadora
categorizada, es Profesora de Artes en Danza IUNA y Licenciada en Artes del
Espectáculo de la Universidad Paris VII Sorbona. &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Aníbal
Zorrilla&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Docente
Investigador categorizado, es Pianista Acompañante en Danza Clásica y
Contemporánea en el Departamento de Artes del Movimiento del IUNA.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/3956529695819302549/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2014/07/nuestro-seminario-en-la-escuela-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/3956529695819302549'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/3956529695819302549'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2014/07/nuestro-seminario-en-la-escuela-de.html' title='Nuestro Seminario en la Escuela de Directores de la UNCUYO'/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVZKxd5o23hsB5M0lQyap_e92ox2fMOWJ7RXYv1imYUPmucbGvuyGTG1jKLHX3T9jfLzaFllofVFCIAWNehhsd8KQWRADrv14TGwT75trcS0UUi1EWMsegQ9b9WU3pGcfO-vMjNl-lhDw2/s72-c/AFICHE-ESCUELA-DIRECTORES-afiche.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-5600390246590395514</id><published>2014-04-28T05:51:00.003-07:00</published><updated>2014-04-28T05:51:52.980-07:00</updated><title type='text'>Participamos del espacio &quot;Rítmica en escena&quot;</title><content type='html'>&lt;span class=&quot;userContent&quot; data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;K&amp;quot;}&quot;&gt;Amigos, el espacio &quot;Rítmica en Escena&quot; nos invitó a participar del encuentro que organizan para este 10 de mayo. Allí expondremos nuestra investigacón y los resultados que hasta ahora estamos elaborando. Les dejo el texto de la presentación de nuestra participación en el evento:&lt;br /&gt; &lt;/span&gt;&lt;br /&gt;
&lt;h3&gt;
&lt;span class=&quot;userContent&quot; data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;K&amp;quot;}&quot;&gt; &lt;b&gt;Conferencia con debate: &quot;El Ritmo en el Arte, un Análisis Autónomo y Multidisciplinario&quot;&lt;/b&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;h4&gt;
&lt;span class=&quot;userContent&quot; data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;K&amp;quot;}&quot;&gt;&lt;/span&gt;&lt;b&gt;Prof. Leticia Miramontes y Aníbal Zorrilla&lt;/b&gt;&lt;/h4&gt;
&lt;span class=&quot;userContent&quot; data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;K&amp;quot;}&quot;&gt;
 El ritmo se presenta en el arte como un fenómeno de características 
propias, para cuyo abordaje en cada lenguaje artístico no parecen 
suficientes los conceptos y las herramientas empleados en el marco de 
otras disciplinas. Es necesario desarro&lt;span class=&quot;text_exposed_show&quot;&gt;llar
 un conjunto de conceptos propios del ritmo como disciplina autónoma, 
para su empleo en cada contexto en el que aparece, en el análisis, la 
enseñanza y la creación artística.&lt;br /&gt;  &lt;br /&gt; El Equipo de Investigación 
dirigido por la Dra. Perla Zayas de Lima e integrado por los Prof. 
Claudia Barretta, Leticia Miramontes y Aníbal Zorrilla está trabajando 
en el desarrollo de conceptos sobre el ritmo en el arte, y su aplicación
 al análisis, a la creación artística, la enseñanza, la crítica y la 
teoría del arte.&lt;br /&gt;  &lt;br /&gt; Esta aproximación a la problemática permitió a
 los investigadores desarrollar un método de análisis rítmico basado en 
conceptos simples, propios del ritmo como disciplina autónoma, de 
aplicación multi y/o interdisciplinaria. El método se reveló muy útil al
 aplicar los conceptos del ritmo de manera estructurada y orgánica al 
análisis y la creación artística, con el fin de esclarecer el rol de los
 fenómenos rítmicos en la obra de arte, como factor de conformación y 
organización interna, como vía de participación del público en la obra y
 como elemento estructural del estilo, entre otros.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;userContent&quot; data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;K&amp;quot;}&quot;&gt;&lt;span class=&quot;text_exposed_show&quot;&gt;Es el 10 de mayo a las 18 horas. en el barrio de Chacarita.&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;userContent&quot; data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;K&amp;quot;}&quot;&gt;&lt;span class=&quot;text_exposed_show&quot;&gt;Los esperamos...!!! &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;userContent&quot; data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;K&amp;quot;}&quot;&gt;&lt;span class=&quot;text_exposed_show&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span data-ft=&quot;{&amp;quot;tn&amp;quot;:&amp;quot;K&amp;quot;}&quot; data-reactid=&quot;.1p.1:3:1:$comment394780257331754_394788300664283:0.0.$right.0.$left.0.0.0:$comment-body&quot;&gt;&lt;span class=&quot;UFICommentBody&quot; data-reactid=&quot;.1p.1:3:1:$comment394780257331754_394788300664283:0.0.$right.0.$left.0.0.0:$comment-body.0&quot;&gt;&lt;span data-reactid=&quot;.1p.1:3:1:$comment394780257331754_394788300664283:0.0.$right.0.$left.0.0.0:$comment-body.0.$end:0:$0:0&quot;&gt;Inscripcion: ritmicaenescena@gmail.com&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/5600390246590395514/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2014/04/participamos-del-espacio-ritmica-en.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/5600390246590395514'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/5600390246590395514'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2014/04/participamos-del-espacio-ritmica-en.html' title='Participamos del espacio &quot;Rítmica en escena&quot;'/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3640829148270049085.post-4526299615409395154</id><published>2013-06-11T15:59:00.003-07:00</published><updated>2013-06-11T15:59:45.800-07:00</updated><title type='text'>Página sobre nuestro libro</title><content type='html'>Amigos, arriba hay una pestaña que contiene material de nuestro libro &quot;Ritmando Danzas&quot;, de manera que los ejemplos estén accesibles y no haya necesidad de buscarlos uno a uno en Youtube. Además aparecen los esquemas completos de los análisis rítmicos para poder estudiarlos directamente. &lt;br /&gt;
&lt;br /&gt;
De paso les dejo la tapa:&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAru4bXZAuVvAdtAtPATJZdclGrkPcJP51mhRkcOMPuGL8rNUgM6TIRBxW7ZP_4FY6Gs8uf2J5Obwe2MkPkpAgoUbe0HIHJP7Je9pjudvXwzbJaPG_hlPLmjqxWx-fcQcl48HFXqAJY6ZR/s1600/LIBRO+ARMADO.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;272&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAru4bXZAuVvAdtAtPATJZdclGrkPcJP51mhRkcOMPuGL8rNUgM6TIRBxW7ZP_4FY6Gs8uf2J5Obwe2MkPkpAgoUbe0HIHJP7Je9pjudvXwzbJaPG_hlPLmjqxWx-fcQcl48HFXqAJY6ZR/s400/LIBRO+ARMADO.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Esperamos sus comentarios...!!!</content><link rel='replies' type='application/atom+xml' href='http://seminarioritmo.blogspot.com/feeds/4526299615409395154/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://seminarioritmo.blogspot.com/2013/06/pagina-sobre-nuestro-libro.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/4526299615409395154'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3640829148270049085/posts/default/4526299615409395154'/><link rel='alternate' type='text/html' href='http://seminarioritmo.blogspot.com/2013/06/pagina-sobre-nuestro-libro.html' title='Página sobre nuestro libro'/><author><name>Aníbal Zorrilla</name><uri>http://www.blogger.com/profile/09729396467468290539</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga-Tkh8r-GpldOpm1NRmuPlazcLr7-9hIbroyWtqKUmE1TFxwnlcVjtugYABUNgJEh-wIDN31QY4SxpsfBBAKYTReS0i52iQ2hY6zEAYO_70mg5QCAmfHKQ2KTlcbXkFU/s220/P1020569-1.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAru4bXZAuVvAdtAtPATJZdclGrkPcJP51mhRkcOMPuGL8rNUgM6TIRBxW7ZP_4FY6Gs8uf2J5Obwe2MkPkpAgoUbe0HIHJP7Je9pjudvXwzbJaPG_hlPLmjqxWx-fcQcl48HFXqAJY6ZR/s72-c/LIBRO+ARMADO.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>